image unknown | text stringlengths 11 3.17k |
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"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" | F _ { 0 } = 0 , \quad F _ { 1 } = 0 , \quad F _ { 2 } = 0 , \dots , F _ { n - 1 } = 0 |
"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" | 1 - { \frac { Q ^ { 2 } e ^ { - 2 \phi _ { \infty } } } { M r } } |
"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" | \nabla _ { \mu } \left( { h ^ { \prime } } _ { \nu } ^ { \mu } - \frac 1 2 \delta _ { \nu } ^ { \mu } h ^ { \prime } \right) = 0 , |
"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" | x ^ { \mu } = x ^ { \mu } ( v ^ { 1 } , \cdots , v ^ { d } ) , \quad \mu = 1 , \cdots , D , |
"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" | E _ { \mathrm { b i n d } } = \operatorname * { l i m } _ { \theta _ { \mathrm { m a x } } \rightarrow \pi } ( N E _ { F S } ( \theta _ { \mathrm { m a x } } ) - E _ { D 5 } ( \theta _ { \mathrm { m a x } } ) ) . |
"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" | \hat { \lambda } \equiv \hat { a } + i e ^ { - \hat { \phi } } \, , |
"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" | R _ { \mathrm { f r e e } } ( u ) \propto I + r ( u ) Z , |
"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" | \begin{array} { l } { { { \cal O } [ V ] = V ^ { i _ { 1 } \ldots i _ { s } } \sum _ { k = 0 } ^ { s } { \frac { ( - 1 ) ^ { k } } { k ! \left( k + { \frac { D - 4 } { 2 } } \right) ! ( s - k ) ! \left( s - k + { \frac { D - 4 } { 2 } } \right) ! } } \partial _ { i _ { 1 } } \cdots \partial _ { i _ { k } } \phi ^ { * } \; \partial _ { i _ { k + 1 } } \cdots \partial _ { i _ { s } } \phi , } } \\ { { g _ { i _ { 1 } i _ { 2 } } V ^ { i _ { 1 } \ldots i _ { s } } = 0 } } \end{array} |
"iVBORw0KGgoAAAANSUhEUgAAAKAAAABACAAAAAC44CNzAAADfUlEQVR4nO2Z3XWjMBBGbzhpQC2wJcglaEsgJeAScAl2CaYEUwIqwSrBlGCVMPtAcIgRtoOUZB98X+wjYPQx+pnR8CIAUPuKRKxLncoUgIiIyL6UZJzNKZ0x6QUeTUKTcjLndMYQETnrmHc+H69bDgnHIwPYFfnSGeLtbtVcNxadjZl1nxGRU778Bc/tiWrSeoyweEUGrMvl76dMyPk6r5eb/EwGnQsI7FyU2XIX9fiIDHaFum71b43fvUVoLPxkYi4kwzfmutH/1ZVRzeKVAxTpBDZ+InDnK/B64tgvYBof8fSIV5yZCKlLwE10A/A26rgK3wJgaCKW3ojXgCHrNWD3wQcOj9lVOm6VXcicD4R2Dc4bF9OHjtmrR6P06pisBY2CWqtmG9GH6vzNOdyNdsqrfhqroNi0vcCOiQfVflPYct08ski6uqMhn843PTeJ36mpFJvdWdGttuCsQhUAbNgDq8FvhkB8OR1DOcCXaNnfvF6JiGjz/rc1IqYPmW0fJqvtEOpCu12uQcWmnd2ti40BvNMAqo+2vnegzQfPARAW+P0oA9hehcZ1xaCWrvMARg8CfwcD4PofgwIaww7AdH/WtR8cyOuPyBnv7mVx+WsHFXnZeM+uBCi7uma9vyw7kzTbHy+SaZp4xXnulrZSDDn+bw0xXKbgZzrAbA+XJfYzQ+xGQ/yRg7iAwK6pYJiW8FMC7Ujgx/ZlAw60vbAmH+6aE+i7u9ugs/pmrBgRLAp4F2h2vgT87pKTBAV65+rinsB1Xtm/h8U54wZLg7rW6Kq1Ub7ZfvQeCnXho9pn9qWI7Oe3gAdWcYijnNuqHTVQhmKxyF3z+VZETsye+FvauUtfIlMsys37OZozm/XdjMRfINMsSkuHh2Z1dKFNbgFLBd7l/i7wGFmepxqMz9xOVx8no/gWD3bJPEjhlrhw6H4um7SqmLnyRTJ0vuT8pXJLOJr22ET6yKBcVKUoOsAFa1uAT3RsB0TO6nq3PVUFeXX70CPlVtrZWu82WZb5IrDx4SLCHW4lC3/2iRYxLwJ+dYypEwWo7YMVkvu8CFC7RS6cZ3VIdlbMAEqfsOgNbJYX5aeIiMg55ZeNpF8h3g9NavuWqN4I2KQT5v1Upw+pSrbgYopiE14kpbVv4DfPxQ/xFBjLU2AsT4GxPAXG8hQYy1NgLE+BsTwFxvLfC/wHcJXXhNN1WJIAAAAASUVORK5CYII=" | \left( \begin{array} { c c } { { a } } & { { - 1 } } \\ { { 1 } } & { { 0 } } \end{array} \right) = T ^ { a } S |
"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" | R = V ^ { a \mu } V ^ { b \nu } R _ { \mu \nu a b } ( \omega ) , R _ { \mu \nu a b } ( \omega ) = \partial _ { \mu } \omega _ { \nu a b } - \partial _ { \nu } \omega _ { \mu a b } + ( \omega _ { \mu a } ^ { c } \omega _ { \nu c b } - \omega _ { \nu a } ^ { c } \omega _ { \mu c b } ) . |
"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" | \varepsilon ( t , r , \theta , \varphi ) = \sum _ { l = 0 } ^ { \infty } \sum _ { m = - l } ^ { l } \varepsilon _ { l } ( r ) Y _ { l m } ( \theta , \varphi ) e ^ { i \omega t } . |
"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" | s _ { \mu } \left( x _ { \perp } \right) = \Omega _ { D } \left( x _ { \perp } \right) \frac { 1 } { i g } \partial _ { \mu } \Omega _ { D } ^ { \dagger } \left( x _ { \perp } \right) , |
"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" | \frac { L } { 2 } - \sigma = \frac { R ^ { 2 } } { U _ { 0 } } \int _ { U / U _ { 0 } } ^ { \infty } \frac { d y } { \sqrt { ( y ^ { 4 } - 1 ) ( y ^ { 4 } - 1 + \epsilon ) } } \approx \frac { R ^ { 2 } U _ { 0 } ^ { 2 } } { 3 U ^ { 3 } } \approx \frac { 1 } { 3 b y ^ { 3 } } , |
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" | E _ { j } ^ { ( b ) { \mathrm { t o t } } } = - \left( \frac { k _ { D } z _ { j } } { z _ { 2 } - z _ { 1 } } \right) ^ { D } \frac { 2 ^ { - D - 1 } \pi ^ { - D / 2 } } { \Gamma ( D / 2 + 1 ) } { \mathrm { p . v . } } \int _ { 0 } ^ { \infty } d t \, t ^ { D } \frac { d } { d t } \ln \left[ 1 - \frac { ( B _ { 1 } t + 1 ) ( B _ { 2 } t + 1 ) } { ( B _ { 1 } t - 1 ) ( B _ { 2 } t - 1 ) } e ^ { - 2 t } \right] . |
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"iVBORw0KGgoAAAANSUhEUgAAAUAAAAAgCAAAAABGeP6YAAAGmElEQVR4nNVa23WkOBC99pkENCHIIcghiBBwCHQIIgQ6BAgBQoAQUAgoBAjh7od4iG7RTXt256zvj9ugKl1KpXoI3oifA2uzvzNRbsTZoe//JY9/GdM1/UszpV+nh/4kA35lp/3iD6FUfnbo28/ZwlXT/r3Jfvfy3MAf5IHXvxQAAQDZWRfcDOi+M0/+cJ7u7ehOUr08VTVFImB+EKwuU+zqdD1W7xLYZlOXNift8X75/EwSALg4APYr+Ti9/YGp+qZXmAePcoBGRS5WAJB8fn7mDkCeJL8TC+Aio9FSuMvyM3/7nSTJZ/Lx9uZXuROAu677VsmzS0yDmiR7lCRJbXgeJnt4u8XhLV2+MA1JDigiV/uRJOuZO3sYkjTqSItcptU1SS1J1pokmZZki5qsaz9AnuP1DrWspQUAuBdKhaky5wfvkb7qghYxD1Rid2+CBNBdiyMtZT7vbZkC6CSAVALA1GjAAZdP63UpZ0/xeoeABeAa1RzzPMBVnUxV98jwYhS0iO3KJVCpZZAEcNX6SIsW+SbgvFgKAI2ScI3osr7wzyQRDaN3WJLINdOTBdB8ywFtkgDVZ3I455R/JPuEcxsF3RO+sZW1Hx/+73JrggZsp485pY3/PwPgIAFAA0CXork6Varp4hOJRPeY0Ix5C7vGpGi8otO4qnmlq8aK6TLprjkYaS+6Tfc3syl0webLVl8W1SVJGjRJ8uW65C2/5vnnIhWxb2Wlt9xqQKsANFDHnNS0/d9h20BdirScFJrrKnAyDZMwZFaQQpPDQejcCaxhfYnII6XJxvs4vySRQQwkfbJaYYKpSjmSpSSZSpKiJUkle3IUZmEQoaUMSY4buZSkxnjMqceW97JNZa1IjmjrmlrN3HXcFDcACe3tlmFkEUt1B8gCCyAdyQHtfsRiQKNJ9uh3N0dRbj8NSaIlR2lY+IG+HigwkOQwG7BdMZKjX5N2XpphgCGp8YDTENhFb8k6MyRbFDUp/YqNJw34C5BAZQDoqkubevHf3LUCuXxQ57lgA0ALoJvDlJcN0GQAKiiECoVY05ydRAcAnYaoE8gw2mlUBbBmkGS90Wp0Pn7ZeSvKBkH2iHMKeQXhqmkBdBApnPMCZ9vuX4DE1PUANKxaooKt6u52vluYZI09DhkA65v9RXaFdRqYKr3nVU1rsTGH61YCUCbvQ2HlY5GYbbNr3Ttfxbh9Ep6fIc4pIOa2ENgJBcDJDMuinG7MfgGYfJcpdCOWNblm0ADWRwx6svURtK7KhYsCMM3uO8tusFBApVSoELhuZyt6TUfA5LJLG3/MO8wu5NYcIqQXOeYUqHNbXveKugyA9Yty2oDvAGzn95VyaxHT+OpyLTW20BOciJhqmcUqANdUB7IBHIA8s3LXjHbTVoQrv4OnCsC1KBDWOx1mTvdp2Dk1WQDduhEUACjv0XFObvPBIAk3GoCbNIAuVkPaBzUWqZds2mKOqqOB6ck2PWyJ5ii8ZDSZkXUWys4KSZIGpRlbtDuFu5axFCPJYiBNuaZ3LUmOcp5D3WfhAnPsn1XNjVzpxeOczJbKUrH86oWX8zqKOTOl60T1g4SCIJuOC5PB6HYkx+Jxq8tejLMWCVnvZOlJzA+ajiyxU7iKzhR12ZqeRkKSJaBLUhtT16ud9b0Ba92SNApC9+SoJYQuyVFkx5zSxRRGA2q2kW/pU02yhe5n7tsK14ExbwGyXeuzYli0+2ome9bxZ2aebNiuma0Smg049pwb/E1hdntm0d+UQKQ24cXstkaKwdMocMhpq11JjssaqnoTXhzUhCMDVbeIn5doT1Y8EPSKvR+ZUIveHjQ8jdFZqHDYO2CcxM7G5U0d/giiOOJkYntxiBnB3JStR4ifSFtfX4lnZwXS92c2DLw23slbGSq8vvx6Q+Pc6QgAtNUU52TXOjdEtP+38uSpSsyqg1+nIi2f+cnYk2QYIoZgjcfNGQe0ocL+qQOW2oe2FfpcZ+CF0yinUUW9qowFB3HyXPRXzKhLMS70Mz8RCssp3F7W3928oNsrfL662W0PlL5wUp6pKCdRR7dUrNuy08mz9qgBrTxUHMPUBvaw8W0vCnVeYRRZ/sL7A+WinM4fXzbZ2bExt8yeR/hD/InsY5RPqtJjvM5pFOdSSDSJTE58+wX2n8g+QybOp5EQ3+F0zU4fzN+ZtJWvvFb692SfY9Df8e7vcBqOC+db3H+ZMJ0+ybnHn8iegG0O3xYd4zucXvi46Ad92vH/xA/6tOP/iX8ANaaswoEOAvcAAAAASUVORK5CYII=" | W _ { f i } = \langle \, p _ { f } \, | \, q _ { i } \, \rangle \, \exp \left( - i H ( p _ { f } ) \, T / \hbar \right) \, . |
"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" | d \left( \mathrm { e } ^ { - \phi } { } ^ { * } H _ { 3 } + \mathrm { e } ^ { \phi } C _ { 0 } { \tilde { F } } _ { 3 } \right) - { \tilde { F } } _ { 5 } \wedge F _ { 3 } + 2 \kappa ^ { 2 } \frac { \delta { \cal { L } } _ { b } } { \delta B _ { 2 } } = 0 |
"iVBORw0KGgoAAAANSUhEUgAAAiAAAABACAAAAAAGiZOzAAAK3ElEQVR4nO1d7ZGjOBB9e7UJ6ELQhqALQRMCEwITgiYEHAKEgEMQIUAIEIII4d0PARYYA/Z4jWfKr2qrPC14tJrWB90N+4t4QrSt3FuFFzz+2VuBGVT//fvn3+PeWjwN2mbPqz+jgxw1a/mxtxZPgr1HyzM6iIghTVvsrcZzYO/R8nu/Sw8oABnuOQwAQO2jzLNBRJDmvdB7Xf+BM8jnf79+/fmca3h7y/rf7X+/3g8ADkasM2afGYD28LnrKn0vzNvHSGDX0cJHIZHGGoF8pimH6n/G0CQZxxsY07qOI5fHuRH3UnJHLNhHmYdrM+BxDhI5kqm//xMkgPO/aiE0yVjNHDVFbUhGKiEZpffScj9cts+m0fK38LglRgsAenayLCJ0W9IP0yrgo7JLTNn728cRaFoASSUAyA3r0bPjon0+qvTx2pzwWH8sRU2ytv4vZx1JOtTwgySXhKERubX5pUnBKZWngGEpHV2coiRN/QDdHwFvn5GBYuX21OixDuLikmR+cs+SJHNNJUnSSUuYLrY7txaRpBKOBAQZyyhyzKUxP2CFIdnbZ2Sg5dHy9/FIB4m0ELElVV7GlmTe7b1MQoOapIloYekc6dyFcZPCkLRSkSxrcpiHvj96+4wMtDxa/j4e6SC2dAawte0uK7sbK0vmSMkaNS3sMolcO+D7orMPRwZaHC0PwCMDZRpI2qxIJBoNIFN+a1m1ChoV8GG6cFkxHH+GYzMr/hHo7KNlaCAB/28vPDrUrtACOCoAx94dIkCoAsfKABUUgOwDQPNnJgVR4Wfneb19xgbaFQ9zkCG1ogBUCkDR9f+oAOim+kwE0EIAWkqtdZy8n+djvp2DbM3FjuwzNtCt/HdJAz/MQVo/HRxVDDRHDaC71U0VAVD4EPHklAjnDlLsOt9eje252NA+YwPdyH+nNPDDHER/ZAAOsAAKJYCmu/1FFyGqEgCj9fZ4vt0otljtibA9FxvaZ2ygG/nvlQZ+2HY4lkJ3AQtpSFIKY0gjoFOSWpO0RkAb0ihrba7Pn/4tsGNe4gwuX3m8SGoy3/bcFdhnZKBb+a+49BJAkrXRMn5cLMaljiR7B/DPcGlNMjXGmLRzkLm+JRscpM6NXGiO+3vqkqlwwZpOai3LqTTtIsAn0p61BNClEHO40bXWMTFQAGvtWdA4x0UvHZri4JDrdAHJVKe11VvyY4+CuRQYMlscxIrg9EgCgNRJb6qTeU5JsDghXSIXptMawp3TRUinpANr2c/OyvBuCTcV9N8pRAlHud5pZ/umOCFpI6WTUMNNAJn7gNWeKcMpvuQg5OiYGpqso26sm3AcyG6EGkXGMlZL620fzAzpXCcckQ6syku72yHvM0OvVEaMO9s3GUUyFzVLf/Y1umBws2cKUC45yFzBxBj16BgLQ9L58TwO1Fo/K1hY0jjqLQ4S0qU+tTaJ/nasHV1fudBLv4iVyohRZ4dLw5IUhqRBeaUumIy3p4CRMPP+qrFh25WjHv2VkiQistsKnyDjULjJQUI67S03Ie1YPd0pFyvvMkXrqPd+ncBwmusNtRuatCaZetfwN/sKXXDq+nfAqoM4I7UUJHNV0kTsB02JlGSJhKM24QbhRgcJ6Go/Qvvzx6yeLsjFmntMIWuVEYF2Q5PXzyDoxhW6gNSI0rP9+ZNizUHKyLpcajqjURoYdre9VDFJGliGbTnSTkhudJCAzvmJyp8/ZfVHdjEOnqRfw1plRKDd0OT16zoHeaUuv4H87XiETKKvx1Q6/AqiLHcj9WiXA2XteykQfSq0SVagKVsAjS6Ktk000GV6gjaJqk//bEVAJ7pkIxTOWT0chE+ujKS3G6jS0IdGAgelC+iQf6rd0DTuXzPRZQ2/AVG2RZG91zOWb4suvrmKpsAQKZ/rdJPNCDdAjuPv1bKDHJQAmkZDotHHHADaJlLvKPuzBII2CG+vmej9KYipRq0TuoF0hrVvEZhK5wyUrSROtAaAYw6FIkZzqKf8U+1Glx6pOtJlDb8BQESROGRzrtAcNjoIinaaSpkQbdVoDL3IOkWWAMh8PrDxd6uCEOn7x6jItW9byOu8Db/sKN4/R7eNdSWHdFyLq2usV0YsaNeh1Rt0CdHnYubvgzBbeeRKiuTWjfC4ryt+X7QaaI9SAKj0aQGIoqLzT69l39YZak71kwbjfNCYLiSdsk6xclPWHs4SYL0yYk67Sf/EBl1C/IN3AECLO+5BTrgbp0czX0V0apZAJv1Yi3qZBlL5WfUEQZs/Yft0e0Y3aDXDOqucx80GWquMmNMO/TLq9yrysoaz+N3687JIoclgjo2IBYCiamEEgObYhpImQ6SKAkl4dHMc+eTiOwt/Ew2ATB80gKL3pEYBEMn7RwlAFYUO2tBA9MKtlwjpPLrzJ6wzyg3SWw20WBmh57Xr9VPHIgIKPw+MNKyWXxqxInek0Y5kjcTRxCQTQzpVkkhJq9xJUsN2kc7h6FQ5OvWIaIoFlkI8BjYqSySmZJ9acuijVoZkipTkKe1kUPZC0mEpOuAXyTGdR3f+hPXsqbmTfgVpp4Nfj/z7hKZ7hrYXtOv1KxGT7NKYoS758vIPF0ugfzOtv/k1HEkTddneyISS3kH6X07YQdG/jJVsfwphaWHcEB5OIwidk6wFFOlEzDB0HGn2wlIrQOqLNxH6nM7Dnz9lPXOQ6MsGWquMmNVu0M8IS9slpENdch9jvoRxJ/qbn4D0wTf/Q4eSqYPY/pibUMdKRunGwF66kquzjuQlLse+Y8O1/dgPhJfLx8/G2enIMWnPOnGQ+po4mTNaz9VfbK+MCPvR6ZdH2r92M9Fl+aWzeQfJ/T2XXXschZKpg5R+crnNQWohtcKyE59ggKuKGc4hwvN7ncUG0qWJeHx+z6rUnHQLapGS6Ya05Ebeaf+u0WW+5DBSRwBVBKAB2iIOJcAoeAeljrjuUSBAI2tbWrEaBThd7bbr9LDZSfeqC2yNhBfQ+FeB10kH1qoKTxiutQUHHQNxNPepjJsw6d9VuoQzSG0Q11YJQ7ooyWNDMkrTPMoZSExsk0SY4GgXGWsicVOqweQkaTZmlA2+vNNLh8nKqfJceAm11vryBiU4v2MttQ6TvMG1NkAYclplcgmbZoNR/67T5WJ+yvUsrp5K7Nky78qVlewi/GnpxgXa3KGG9mSdek74VdILhrjKPEI6DsUEy7hcGTHCqH9X6fLgt/svIMY2pQ2Wqk1/DAxEyvQ5Svye4RtlwDHZGtn7se9dhkja7ONTlusHPgBP8ZXDT70x59P2e9Qf/glELeO2+vMUnXwGB8mKrZ/QabyDZO/FnxvLB74FskOZ1lHzvvps9QjsvcZ1kfxtEIokrSTTn/DduguohSVP71Tsi/1nkOpg17PP7x8VhpqTIgLiH/yh3aMv2ohvjS3dFbs7SPWZb6hOOGbvADIVA/DlcuLnOkiXmRdPsSPf+ymmepO+ICVZDJFGxwZNVviNfaXwoz/ErJAZAEf1chDgre2KW5Y3ZKksfsmoFhsO/f5Q5qBVeyh2q6sJsbeDOF/oIqrl0SLC0lhfFHVVser3QqIPLdRzxEF+PeV/KLSMjzZH++9cFf4Ld8fum9QboKsWhX75x0Ow9xJzC6LqTYprMtYv3I7vuMS88EB8xyXmhQfi5SAvLOLlIC8s4uUgLyzi5SAvLOLlIC8s4uUgLyzi5SAvLOLlIC8s4uUgLyzi5SAvLOJ/0ARmJeYCSRsAAAAASUVORK5CYII=" | S _ { \mathrm { n o b o u n d } } = { \frac { 3 \pi M _ { \mathrm { P } } ^ { 2 } } { 2 } } \int _ { 0 } ^ { \infty } d r R ( r ) ( 1 - [ R ^ { \prime } ( r ) ] ^ { 2 } ) = { \frac { 3 \pi ^ { 2 } } { 8 } } M _ { \mathrm { P } } ^ { 2 } R ^ { 2 } ( 0 ) \ . |
"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" | \int _ { 0 } ^ { \infty } \frac { \cosh \alpha t - 1 } { \sinh t } d t = \psi \left( \frac { 1 } { 2 } \right) - \frac { 1 } { 2 } \left( \psi \left( \frac { 1 + \alpha } { 2 } \right) + \psi \left( \frac { 1 - \alpha } { 2 } \right) \right) , |
"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" | E _ { k k ^ { \prime } } = { \frac { 2 N } { N + 1 } } \left| \sin \left( { \frac { \pi ( k - k ^ { \prime } ) } { N } } \right) \right| ~ . |
"iVBORw0KGgoAAAANSUhEUgAAAiAAAABACAAAAAAGiZOzAAAKzUlEQVR4nO1c2ZWsOAy91WcS8AvBLwR3CK4QqBAgBBMChECFQIVgQoAQIAQIQfPBZnZDLadnmvvRS5VkZFmWZcnmQvggikfBpPzkE088ia+PPs2rInbNNskSzy9Q+H7yAZFOrOOzBhIEUHig8m4FcAsXqJJ74ITJlcnTQn4A6MPIkZJOeUSEYIHE1UQ5YqLYeb88EUP8/qf8d/HPB2zQr39xF0B1iwQkeIEK7piwCAseNX/CATizf4jBuwtuEYoDbL8Gn11iUN2kCwAcCNV4+LNvJu4AnHty9+JbVd3t49mW9wA4P8b3O/AJDxL0f3q8/oehyOIxne8GlQQgq5DFQviV41g/o+Xdj+TcVa3ijctX6UqhSvMT5RDFioiUI/MxeQ59+FHHeFOHOWoxFDpBRPTGJab6y7W+m1uVLHxcLjcAwMOdOPYHjs/lQ7yPb1FGyRNP/Q24vC9RdoUGrkVuS3/LrElfwlt8uwFwzcrDT/0NeF8MkiWTIGOD4Ylg8QjvvXIB4NzDrOJ9S8wDAntGriqOP+sQbyY4UCSngazifQZSgANVZa3/7Im5fIg3YQDOEGQDbzQQASCcZsMW6Z951iEuAWS20W3hb5eQDCR1ctD/9r6NcsFjmKnJMgD3ak+7n8f7DCQrMoRhZL3EfNxA2APJXTB4Ftz3b+yKcpIMAPxER9LYxsnsOjCHW1aF4Y5s8QqK0NtRudpB/T4D4fp+zbS1A/k8guISBqL6I7aH/u4Fwa6BDDSA6q4YYPCxiP81LES433/CnZH8Eizr5AeoF/IjkzTWjm9rwIbIgHwiT3aMt+x+bCBnal/LSuVEpEGUck2UKqWUIiIquRw0PHrOpiCL/6VEBGspW+rpA0vXyYmcPnn4BXiXS5u+apFdvYEvvDT1tsr/vt4S4PF320HJm+8frI7M4/7n8ngpJ+t+dChul5mehVD1H5VvJwELGYBMZN9hLIFHJcWdAwCLEkMn4d33+//GSp+BqfchuWjqm3ZoqafjmLlZApi9JEq1dtzBRIrZKP3c2GYp3JJcVhKlLNqy0tIB9qSxxaYXUItOaYt3mXOCmZbK1oHE3NJTKU5E5LiU85iIUipFO7u5cYQhB3q9T5Q+h17vE/JSbA7JlLptT9WIiEgqKg2xvgAhHywyJ1LlKTVreGEVMcgqA4T2tuYSi4n0jilvsSQu1l03eZ+q2D7qMmB1TTjsQrt6c58JcCcEIKqraCuW4tHO+4fnATc/rGPkRaUP0Ol9Qt7WyXv4lxUBG+qZcRwX2olKxx1aV23/JmoPkiMgoqCejVOiJ4HN2SncpW+2eJc5p01NW3LqQK1MSVsu8zyg+mgUKUlEpfF81Z5PkiwmCcqduk1bfTZ0E/LxIBKplUJsTz1pSKlcGusJiIQYUjQetXR5RERKpq2BREh7f5siXe3IbmBtGTDrriomIopNh7rC23NKKaWUWyMMTaR1SVp3WmKdprcMJFeSO0Q5dE4Uo9WWdKlslRw1TShoIgkikoiNZWy2f4bstd478vaLrk7eY2wgRrsG9WQcR4V2kGIj5cb1JApiwanpQ2PkjNJAtEtfryvT1010Zo013hgBlaLuilsbf252bJm358wRE7lsy6yhSSvEQRp3ekE3gzYMJGURaUSUwnVKUsx1hSIixaQjRddEvY/hjBrlxnA6pY/71xCbskNRT95+kQIAVg3EaHdAPe6SGh7BRIpxbNNFdApEJJyuESFNbtlt2HLdY6I0a6wYSL3NlIyIyBVEpS6Hy8bybr3n1EEzbTfE0EQEl4g6Z4Oup+sGUjJFlCNqpum8s0qb1iCpMRCCNJQ+7F9DbMouJfXka50aGsis3rr2lgF3svZ1DSvkVNYKU0RUQhGVXRgtV72FRcCFYeSwYiC1OqQkIg3dhEHSEHyR1+AkoqieDHpWlrYpTc156g0DmfpNhZxyIUqzpSkmBpJC9Uqf718ve8NjDH40meFEkZRSckgp264vtrsxjvTPoy5zFV7d1cCoegkUPOzvOWWQABNhEyyvZxbtKhzG3mItBdDUXRWAu5BAMdqULPManEDiqfpA7Lb1WtT+3EkXM+YVcNodQCZXG3EeRdOJu5m/mO0fetkneu+/MMAF0FTDNtrdGke0S1Es0xikB9apoZuVHqr7vAtpu1X1NTGIXuGFJKIImoiYoiaX0M/rFV6Dk1Jms5epPYimA0uM1RYnRy1FykVOEpQrRNQrfbZ/A9mlMMjXOjVYYhbaJXMcZ/HFHxkAsEhkEnI8t7yot8JMAqiy7oPOGs2MzZY5rmBlwvV11wpAUXCgGDipRV6D8yojZEeuYnHDQ23mU6qNnEzRTFmROv41w9VnuekB5vs3kN0UwbpTC3obt2egrjfiK66+/QqQHJmoD6Dzvjjqc0P4DBUqn7U2lLz6tsCyrzPqrjIBQg5UnlAWvD1ndeURKpvK7QS8G/NktW7ME+DxvWEg3dEVpmJdCR0rDvRKH/Xv+woAA9kT3pPbd2pBb1gex2tTfaEyYKye/HHrBBtXqdG6LyiiFI6QXLbbxFfnQfTY9RmIAFnGYBFRKoRUpZTCLA4s8/acLoSUfEvoXEFE2oWIcsXaXEO7TVASgFgWM2WA3NomuUbKRqHTcKv0Uf/qGNOUvdZ7Q77aqcESM6u3vr0ZNMEsqIlwSXcJeMXGJU4oogCDT6e7HztoOS/QmoFs1V1XeNc4bW9dptZlUouKD1/Q21TpRETTCKPR+zz5ANH6/nXY3gRlY7sgIs1KIgo6ypKPFQJVb6R7pEeL8wrzPVP2xeqX8drW8OoMzEuQL4k6VToRRWKsrFbvs+QHsDiOqnn0F/DwNAOQdZstFt9nLt4PTvdm1+jgWc6AXnOE6iWwrOEF1cFzBlOEbGGPPav0So+U1el9fox2Y3kcZftoojgnIoqZ6KdTOsqmQFEpY9O8nkiZLljsEzfcjvJa1/DUZCYfhJ7JarUYK31Wjl7vFuSbsBjHpQTCixRCRBTLdhqUlIulsXSfOFB2gHdnDc8VO8/HzUOvH03bqfQXjtEy3v9+kFho6WrNHa2JSC0GzU/sivbz7q7hxeIFm7bIebnjfTs+8AKZknhMZVurX4r3NkoCq9jNu7+G92vxgdc/sKIQ3QWlbCnn+dGLl8atSylxD49G3L8An3iBTMZ4l0BcvOlofwVvkbfyr55daD+4dTlb7jrR4BMGkoimkLNy07F44uJlw3v/KzWz24+aty6zmxtskP9mfMRAZOc5kiU7qGtIoQ+YNwHsUPNmXizh2p1DeUkN73fgAwbyKAQqIAkBgDFvdjASLlDfx0h2J9JqXl9KgNtdDXlJDe+X4P1xMAcRCciSiOqK2xiaiEdEVEIPz5paoOfdcS1kbw3vF+ONbxgaoGoq8tWcf7goJCmA5Eq4e/sk6nl1G9742zFFxZZkOTHEp16DyZrBmB0TERYaqAOVh/2bDQe8NTIAsNjJzNy6PDGLT7wGcxNp8zuTCDO3KvZsaFpegQrwzxdKvRqfWmKscGHcLe4yOjS1E58XCOS9QKjAz8zGi/CTDCS7pQz7/MdMIxWuGuz0JC/CTzKQMJm/sbIXP6lP/3l8+F3tqzin/Q/E/3G2nW9ffyH+jwZy4oX4SUvMiR+I00BOrOI0kBOrOA3kxCpOAzmxitNATqziNJATqzgN5MQqTgM5sYrTQE6s4jSQE6s4DeTEKv4Fi3XLQn/LYhYAAAAASUVORK5CYII=" | \zeta _ { T } ( \nu | \beta ) = { \frac { \varrho ^ { - 2 \nu } } { \pi i } } \int _ { \mu } ^ { \infty } d \omega \int _ { C _ { + } } d z { \frac { d } { d z } } \ln \left( 1 - e ^ { i \beta z } \right) \breve { \Phi } ( \omega ; z ) ( z ^ { 2 } + \omega ^ { 2 } ) ^ { - \nu } , |
"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" | h ( q ) = c _ { 1 } \int _ { 0 } ^ { q } d q _ { 1 } e ^ { \int _ { 0 } ^ { q _ { 1 } } E ( q _ { 2 } ) d q _ { 2 } } + c _ { 2 } , |
"iVBORw0KGgoAAAANSUhEUgAAAOAAAABACAAAAAAmWiTTAAAESklEQVR4nO2Z63WrOhCFd7LSgE4JakG3BKUEUgIuAUqAEkwJUAIqAZWASkAl7PODtwHHeJ3khiy+H1kOntmabUYP7BfiSbzVz6Z+J29P5hljcQiDr0/m6UT90zq+jGcNHobT4NH59QaXq6g30OIrhnpKeEfSeujiDvpMq3e7t45Hxn9GeEfSRujCoDVC6mJnHY8wES788u31IXdUsxHaGnTxn/6CvgL+86YwsXGxeWjk9L90LmyEANwlm0XJQawrxsZZ9lk1k7o3Q0mSLBVHKtXwGfTGdVXNhSOSZI35KMnwb6lIVgEpFtXcFjare7XwrkXN5Nhli+qpRcasNB4AeKdmwmkAAJBqfgvDdBDSAC4hAHdTjUkxZ1r3euGdQTsevKxLkC3iHsBsnE37672w6cYK5xNGuKECBWReA95/Vs2k7o3QN8AWUCYH4FMILd49cH3E0I0NU6g4ErAFlE0Q+9DCqQCAkZnziXCdsJVdRnBxEigsEhiTANLosRgTABbK3ammC+0FNkLfYC+lyJQAcLmKrEia8c14eBXKReYNWqeVQKtmUITZpRQmDQCYIEScRbITdn0biSBLYIROAQMAyuixmCKM4SRksz4a0IcOAhuhb7iEAk4DgEmD+U6ZLMK31k0lYNoPqVUT0oWiXdScTwAbjoUNL3yRADpWgEkATNJhcAU+gtuhrTftYJPQUWDdoLVBP36SpqraCmy5neQ9iWqnWq+mYa7dbDMa8CZfpNii/GOVRlaNz85jMQrwRX2nknGkqcAKpSKJpibzhrUsZ+v+QLVYfhfonBUHtUqRFHVFhgl5DVj3cXm7S1S6YRiRlSRz3b0xpJeavIaLMcpovkGgqScCq7xCAJkSBeyHg5Szx9hyYPvp1hfducRoGAxqRgNGStveRqP90NztbLYfuYDOAC/7tdCqMV0CPttsOwBj6CiwyqsWRSZEoaASb7Jk7w44ngC1TUMMalYCQmYK3mtA+nSYhMoBcB+5AAKRQQmTZRoAnB7TpTLp9W4tY92DwDpkRTY1SdYPNCJJXkmyDq8kWWoy6pqu/9vUbDuybti/mqRH9XChrlmzqgVJNuEkvVfbbtHJSJ3AOnjM05Su4bujVt3Osh00sypRMUrIzvdnqcuYUWCd/Q+8/WzqjloSdrIHPIJQk4caGfkUEQAvP91qAbGMGQS22PXhk2RSdkvWtT3oVtGd4HWqyY1oyvaAvK8LJvQCG+w2WNa9wQY1ySrvJuUPZW+L+uEoCRFkgHv/eHnZqfGt7DWYju1ufQHIhuS+Ofi97DRoxuOhLUr/Fd/d/GP2/jZRFPAu1ho2zhEUB/j+fv+0zTXJSjZkfmeD/SnsNxhpEdW1rEhS/uT1s+Xlyd8HnQQAhwd25/+XZw0ehl//28Rp8OicBo/OafDonAaPzmnw6JwGj85p8OicBo/OafDonAaPzmnw6JwGj85p8OicBo/Orzf4F/9DID9Ev6GoAAAAAElFTkSuQmCC" | d s ^ { 2 } = \frac { 1 } { 4 \lambda ^ { 2 } } t a n h ^ { 2 } ( \lambda y ) d \theta ^ { 2 } + d y ^ { 2 } |
"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" | \alpha N _ { f } = \alpha ( \sum _ { I = 1 } ^ { 9 } v _ { I } \gamma _ { I } + \sum _ { i = 1 } ^ { 3 } \frac { i \mu x ^ { i } } { 4 } \{ \gamma _ { i } , \gamma _ { 1 2 3 } \} ) + \alpha ^ { 2 } \mu ^ { 2 } / 4 ^ { 2 } |
"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" | \lambda _ { + } ( x ) = - i \sqrt { { \frac { \pi } { L } } } \sum _ { n = 1 } ^ { \infty } { \frac { 1 } { \sqrt { p _ { - } ( n ) } } } \left( C ( n ) e ^ { - i p ( n ) x } + C ^ { * } ( n ) e ^ { i p ( n ) x } \right) |
"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" | \oint _ { C ^ { 2 } } { \mathbf d } { \, { } ^ { ( | | ) } { \mathbf B } } \equiv 0 \; . |
"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" | \langle T ^ { ( s ) } , U ^ { ( s ) } \rangle = \int d ^ { 2 } z \sqrt g \left( g _ { z \bar { z } } \right) ^ { s } \bar { T } ^ { ( s ) } U ^ { ( s ) } |
"iVBORw0KGgoAAAANSUhEUgAAAQAAAABACAAAAADQNvZiAAAFGklEQVR4nO1a4ZmbOBB93u8aIB2c7jrQlaCUwJVAStCWACVACVCCKAGVgNIBlPDuhwwIYxt2s4lya78/xjCaGT2PZkbCJ2JB5ZBKPBb+CK5d0Z/GMporcRASUKQoHy0AcAqWwJdaxXMkFl6Wy2Z8wPmHBNiHC39gRUD7iAEQEDBa8fbhf57OaD/Qp1+KpQq0uLoEnBO3iXF/f/94l34tlgiwVwl4tSheb46u9E9w6ReDE6TkFp0kB3RXnpDkkF69e0P6t8HKwXkJjDa75MaOSiggwXiDvCIDgLFBONS6dI/01iLZWAPGBPCR2MpkT8eO5D0TVRou6okJA31BlMn8Q3MtNMgpALp0KHN/QZLDpZotakN2ans/J0mmNSn6XSX3Je+bCF2cCdAwG2lFkp26FdPakBxkf6aoVCSpd1fAIGqSekOU8SstGdiLPR07kjsm+uDBnAQtNsneSgC2qW8sgdEpAIUUSCwAZAaAw27wjkIAkJvC6RsxK5KDHckdyfsmIMZlRgsByYaAVgG2yZPWXbVSKACuyBASVN3wPRARxs/0umCrACur6w/vSh42AQSjpiRoLzYClUvkqOC+jgVAAM3o0nG0OkFVdd6BDkAjpDdkrcsBNDkANM7lCYDRTaX1ryHULdfOncfCvtaJda2Du9l6BJovJQ+bANS3pX6fl0K5zoFZTqowidSGRpYdDOsaJUmWJUlKobWWikNJacjBJ8yOKuWSEMueil096c5IlmpJrUNOaWg6djBM7ueQQPNK8i0mGKS++Ur7WZ2RC5IqpESTJuFgSDJVJOnpgTbGQLPse/SkmUgz6Mn87GIu6ywXdaCbBlngfI+eOcls6G6VnBmT5rXkG0yQ5DJ2IkCtup1Ek0wuyoKe2h4DMwWAQUd26KfHMwEU+Tx/kjrJV7ppUHNBnvoKpdmFvwNTNWP5Nc6a15JvMEFOvx65NEKrnUA7qm1WgJ2+K1UpNMZ/kUCjBIBm3RanDdRUENpCpuO/Wnrd/kOE7VJz7lkE5Kofr7dJYNa8lnyDCWCVMD0PPcIFb0AyVwwZJNHxfKdE7wOABuSQdCRNQtOzV4uOJYB0R8Van+8PJClWumFoOoYhcwdm27G82cQmB9SrHNiDHKQOOqYaQw3OWUZk00STqd/QGbX/fh6RrEJ0vj8kvZcmu440k685Wd/ac6xxofk9JgZJ0qiecyO03goK/dpU2VgEzbRsnS6a9hxUuprEdVUgBwCJKgWQ2klhuqrCZrpI8m/WvqIEUDjg2wgAdVW5thCHjqQuNb/HRJsCGH1/40lTWPfUfU/2w+WNWWYQ87NZyl8YHzVdyfJWQevL2isKW9lBH2r/72s+bCJbjJ0JEHP8/Cgyb4scbkTqjE6S5VSpzLHwP6Z5z8Sw3Qu4DzsP1BUwVjmQZAXudrSrVvbgiewxzXsmiqBg+TLYbndC74WAlS4DgDxp7s5q1coePJE+pnnHRJOGGzaSZHmtsrwXBxfzXtP7EbhuYuWgXwIOH3gkfjCYrDhy6vNDuGFi5aAnwMZ4JXDlxCqCCf9u8EuW/2xffle8AIB7yLeCHi8A0H5kCvifwUfA7kH258ULADSPGwA4dYmwX4d9wc+Kl39eP8UbvnfjlAm4R/tjVIgTr7wQeCSEf5J6SLzsi3xuPAmI7UBsPAmI7UBsPAmI7UBsPAmI7UBsPAmI7UBsPAmI7UBsPAmI7UBsPAmI7UBsPAmI7UBsPAmI7UBsPAmI7UBs/Aet5Q/Rfm8KqgAAAABJRU5ErkJggg==" | \int d ^ { 2 } x \sqrt { \theta } i ( \chi \ast \partial _ { \mu } \psi ^ { \mu } - \chi ^ { \mu } \ast \partial _ { \mu } \psi ) . |
"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" | S = \int d ^ { 1 0 } \xi \; \left( - \frac { 1 } { 4 } \mathrm { T r } \; F _ { \mu \nu } F ^ { \mu \nu } + \frac { i } { 2 } \mathrm { T r } \; \bar { \psi } \Gamma ^ { \mu } D _ { \mu } \psi \right) |
"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" | \pi _ { \lambda _ { m } ^ { ( \pm ) } } = \pi _ { m / 2 } ^ { \pm } \bigoplus \pi _ { ( N ^ { \prime } - m - 2 ) / 2 } ^ { \pm } |
"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" | \gamma ^ { a } \gamma _ { b } + \gamma ^ { b } \gamma _ { a } = 2 \delta _ { a b } |
"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" | K _ { \dot { A } B } = \sigma _ { \dot { A } B } ^ { \mu } K _ { \mu } = k _ { \dot { A } } k _ { B } \ . |
"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" | + \frac { 1 } { 2 } h ^ { - 5 / 3 } v ^ { \hat { I } } \partial _ { \hat { J } } h \bar { \theta } \Gamma _ { ~ \tilde { I } } ^ { 0 ~ \tilde { J } } \theta + h ^ { - 1 / 6 } v ^ { \hat { I } } \bar { \theta } ( \Gamma _ { \tilde { I } \tilde { 1 } } \partial _ { 2 } - \Gamma _ { \tilde { I } \tilde { 2 } } \partial _ { 1 } ) \theta + \cdots \Big ] d ^ { 3 } \zeta |
"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" | \phi ( r , \theta ) \stackrel { r \gg 1 } { \longrightarrow } \mathrm { e } ^ { - i p r \cos \theta } + \mathrm { e } ^ { i \pi / 4 } { \cal A } _ { \mathrm { A B } } ( | { \bf p } | , \theta ) \frac { \mathrm { e } ^ { i p r } } { \sqrt { r } } |
"iVBORw0KGgoAAAANSUhEUgAAAKAAAABACAAAAAC44CNzAAADlklEQVR4nO1Z3bWyOhQc77KB3BJiCbGEUAKWEEvAEqAEKAFLgBJICaQEUsL+HgBFghDwyJPzoutwJpnsnf2HB8KO0HdEbB3lsKdAe66uyNdx/vuOlGkkkpmVBtzXgv+n4WrOnha8W7metKdAzdf6FztbcIMBcWw/bLI6/lfDGL6B1VqwPFucyr/V46CE2EIjIqpUTVSrir4KhS2sHdPMiVUbWG6QaPu5linYTVewF2jK0nTrBJkP70nwRYntAstLBmSBAYA7lMdmA4IvNJwsE5wO5yAILte5hYgoEg0RUcwbIhLp8sV9IfhConYXauNGziwEIiW6xywiquTyVi8Eb2AiiEPZ6SxmBMbo04vkRB655pXwiqa3kmOtAhNH704YTRj3IbBhqv8uQbTs4BFh9FC24lM1fhLDNXfVWq6a8wQi5O/3m8I8oVXo6iMF9+wxiIhSEc9sdxCm6ePlIItRBF0GOVFG7ed5jgDYSywynTp/P+vCieKLDgEYoWbbgMfVyDF3kgeWCI2MXPtNx0jnWilmtjs+K3jJPDIgMCKYOzOIB4+ZTFy7TnYKumtgRaLftxFH1ntRZzEDYDIWDZZ4/ifvCsGIcAtDnPjgaJmpL7GzoZ4QWLqpe0Kg1EBmRGivKgJQGgxElYPvohM4IshRAct0itxVaCYKnW712UzO9WE1K4qK4lr0oR4tZF+HQOkgw7Xx22ebJ+RELm6vYC3EoI5UbBTsR15ceWTsNZawXj31mGDu+jmrGZMCAMuTkVEcd5pMW30DtA1ng/hAQKmZFgpZ663by5WfxCsBOMslij5PZCQvHAFIiVvGtfYL4leCTSIGuTgtmG3tPh5DE9cBW3XEnqAzxWAXO72pIPZDJ1AZq1Yt0ROkKrnRi2fbbsHxTFKWJaRa0/saw5Y3P6Fep+uBnYamQ7jypdYD+7xZ2DgSA3sJnJhHfLGPwJdravQa6k4WlADsPTHQSIwJ1kicL7x/gwYpURXVFMucGFEc+nN3EZijoUYSEcmGiEh5jLY9dnGxDhlarwoGIBHeRRXfd3FREPGUqIZKayKiJq4pX2I98XWBjHf9YqE4QiISgN/w0+LrleQGkaVd6dRBvj4ffslwT1QFEVHrXvn+Fcc7HP/YYC7aFK05B+yGgvJ9gS1MabjRGzqGvV4BG+7VlrnY9aewLdj1x8Qt+An8FD+Bn+In8FP8BH6Kn8BP8RP4KX4CP8VP4Kf4B9c1fvdOF+nkAAAAAElFTkSuQmCC" | \hat { Q } _ { 1 } ^ { \prime } = Q _ { 3 } \times \int _ { S ^ { 2 } } \! B \ . |
"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" | S = a c t , \ \ \ \ \ \ \mathrm { w h e r e } \ \ \ \ \ a = \sqrt { \frac { \kappa A } { 2 } - k } |
"iVBORw0KGgoAAAANSUhEUgAAAeAAAACACAAAAAD2POWnAAAS00lEQVR4nO1d25WrurKde42dgE4IOiHQIcgh0P/3hw4BQoAQIAQIAUIwIVghoBDqfAgwDwECC9urr+dHD5sWVdMUj6I0Kf4hfGALVTPv1Rz24s+rCfxVqKJXM9iN1wRYzZfMF53n7CiYOM/2WfgDAFV1gmVZVYA0/iuZL8qK4ZfaIY+RM6eW99g+ZRPb4A+gLkj+7+sfxwyiDIiKC1D//Fx+fmrg8nX5ygAgChigkigahL8IAEBqEkGxfmTMTQLy5zvLoqxIomzMI2A7LK/7mP1GW9vqgiRCMvh/3W/w+vKP8cSfzUPSrTQ0NP5iAFEQUhASSnKJOCAiCqH/atuNICKiMiWia3CjGGk3/BoQ3cKQh/prE26Yn5gkIirRUMmu1LDhwDIlC8u3srHzIYYD7GwTtZs4x+j/9w0uFtYzhAQlEY0MtV+u1wXX/wIyRLq+ExxAEQNAPNr12xQ0ywFkKRCqH8Hb4T7AfK87yTEluZWbYVYrGKA8sNEeneXYsqySymOZ8gMLHyNY2G4hQ6RQob/4O3ZBDA21XyRbGHxWklXr0+8sKwEqBgDZFwCB7spbifGGDAyX6SPQzlYty29+TeM8lz/ubY/AYkf3WCND7ZfFC+y/qlY1eLfnFTX32eCTlPCU9JZ2j2X4ERcA4vl/CgEAQnNUw2UDeI4ygpnhmWX1Aw8AGC8iA9uHbHcualWDsxoeA1DU3uAAlNJ0EPSoutAM1lKtobpgPm+/JBkHhOSoOZOMqXvA/qhKyarNdtQ3i/0oG3yS1SWrir37NoBQXb5+MmU4ZVUeAJQxgAot6Wp2euR7011ZyEwWiBBhkLNU84NmYjnx86gGkNWl3PIpCzm45mzbbqE3saouNVBfWIyv/ioSZZxHy7lZwtmlxmQtbUhdqjhIKv0lU5BVher7n0xBfn0NaRCJsrt8i5SIGnYdfkJIebpwAV9DKQCwK9E9W6GQiAj9kIZ12YnXLrmnG8G6z7HJZfTOFi17RI24UhoQXcfGtnxs2+5x38ReSER+2H4LfSIivuQg6Iz3a6E3FATtiPsiImIpEYXDjHF4Da4rDwDzssEngGMx/ViDKJs8VN9rQyK/PScW8+yDme+gHWBimQEsj6I6BbyHb5I3WVe1wP1Al4kPAIv5JAOAerqWXjUTANJwskaQAYoNr6j/Dj4X+mqEavBpxf0qJAfzfXExxK5D1ifvRX7IhzMwkZTP8VRBVehTHgm75Ga81mDV2ZEXJJUYb/JhgBm6i/P901FkMQAIXvtAd60aX2symQKSA5BstzOzyaPI5O079qa/2a0PDQbvwAFjt5YEB/cLMb5XG56iBWoAUGLw6SjafJJ5AATT30ZpZ424qwHN01GgXndtNGmHiWUmkdUpy6MaxThrOuBjgzXg6w3bnmy9hVLu+lrtqrNFUgLwswndP4M6vxcWAGoZDj4dRZ0AgFQ+ABYWCoDSP19UAFBHMoqiiANdmXIMU/49wNjkMsT8xmViOYiyOgVYHlXZmMeWj23b9+XdJuZhAUAVvQcAm8n7ZK121Wy0iCl9AvJ5MqF7C8DD2y0AT4nCoEx9nfnqT2UAb6tsaASLw7zMvbaAFou8TAOd3MUxEVF7NiTSZUoiolvogwXaW59XL2JocmVUvGk55K37eWVw3YeF7dbyaBP7ZRrqZfpbHgtm2sRlAJ7eQsZC6tbSK/Wr5nnYtF8o9UptJIzHZjA1e5t/OoIrURnm/bZp8rArljb+ZGhoqIKn23dmA5Mrg6bODJZjP2/oFnsGa6s+bGybMN6wZUPXrd10vtZ8UdNuxXhibBrgJyCcUDXt9sFZzkyWm9gXG/fdh20/Fdd8ftP+ggBPJl1yw/mpzE9y5tDyubYPIWSUTne6Fyg6mD+aY5qXKaEqR/MuM2cOLZ9r+xD8MGPTNO9f48hz4Y2m1WaUgGpf1X+HM5eWz7V9BJ5huuqfj6ryd+MVR7AZWc2g4gcLaG/t8CV4H9msRI2nbu6nO3wJ/sXDZecV7DLtXjc0gImJ2eGJm+MV+AOsTuk9hH26m6rIdGnWsbZ1kYnR4XCkcyIL6sxTQSSM91RDXAWO1Cvbiec0n1UETEhLatpqUmhT2jnAxMJh2BBRfNNFA9dEuqroUdwOKF+tArys7FxDqYtDXkmNsGQW6lrQpmr2GBMLh3okAPCrcyI3/khZaaDP3YO9SZa0V1royZnIE2CxSdV1GRu+SHRPQjDlVs+RmSQpRod6pAjD9OY5J5I9VAhhfnxEe7E3wOrnx/I3V606kwHwZLE+GGCKA7K9U3elmh0xsXDYjvTiOHBPpOIr6tZtHHywcXwfXIGzgvlSwmO9YnOk7PTK6oeHNruSnnhWUq9bb+29LMx4zdpikCvV7JCJjcPT5LsAUMWbe/kJGB7B8gIeRX4hZXWpOsXmTNkpyjC5WPxurSrt8tDtw9734fc3LrtVs9tMbBx2I5MkilwTSXywVzyNOEiy/ICoxI1oqNg0KjtvwXbapBOKUk+jc0Mmt5bcHZm922CyDu2wHRkQUTuH74xIExKVh25G7jiS6g5P0VpwouvnnWJTJjkwk1byVCVRsENNu73ndkeMNnqearZHew/cPnwxcpgCEN8Bd0kkCY0P8pyOYYC5BNTkWr6k7GQhEmGf1Y3LQ98KAOoLAHjPmoP5HuxkFk4ZiuOKtDkqpUVqO1bZSXgBwwAH3wkvSqtKnUqq4GYz0GuVhqN9QcugLyMt8ulxnmqvl88//xE54Pjp/SoFAOunk4E54WMYCd9vUk2tGpWdMpGBZUCYp1o7W5AZlNdt9drl0bPXYTtD7Tkkoh9hAH9+kjUSvkcCFR+fd1lYBICsBwGSiQwtriaiEgAQFAAKvn2Pn6RQX91xtaGa3YeWiYVDPdIPAVT6aT43RGrVbr8aAIoqhcyedWkaZLNXJjggmplic6jsLP3Aru4Yt/rNIKarMGkTx1n0DSVR2C7bVs3uQRyblpoc6pFNkN9C0TgjcvMZi4moDBiCnCiIicLdCfFQn7sDgwDfvIaImmCmBh0qO9PAVk3bq0qvcW6s2U9uk66kb9SIbPWntpjrW5ccdiN7taxbIi34lUg8S6A3CHC7U93Y8uhd2JpDmm+7K2tXcaw/XWQyczgdeYYQ9saICK4nzJYwqGQF+jnw5MjDoiaEG7OfMz91Uuornvma6Z7J3OFkpGsi2qgHFB5zWm5fxiDJ4mXCAOW7+lHMN87iLKLOUlYJAMq1PnGBicHheKRzItqtLCBZ8iyN7eZD8g9g19MvV1GWZUxEdMLlycTE7HA48pzrJL/eiOhZp+i3kc3KLwUgfJ62+OkOe7/NM929jWyWP/Vnv8JhC+Uqx7HD2xzBH130JmTB5O6S7kcX/fcg4kFc7BVmfnTRNiPfAztm7+746KLxRF30Ywg8ZHz3FXxcMjyivF1Epyq2M/pGumiiNAxvZxB5DLfY3106HQZ4rrxdbFJrA60x3iXnfRNd9E2Uuiztmsjj2N0xZZhkzZW3cjB/uUMRraFrQsty3rfVRavvQCApavdEHoKKlLG1zzpGAZ7Nyg+t2Sui23XZglEz3kgXnSgfCEvPOZHHUGfqwPz0QqGjqLkA101q20X2iujWxL6a9hvpoguB7gUcjohULvR2Iqi4rPf2XDTeB6sfL/Yj2TapvXuwVERrLKiRF/E2umglWZZFrRTcCZGIR/pWZev9CuuIBbzr7pu4cRatlbdlSERlaXprgI0iWuOuRl6Q876rLrqE1xDFnksiWh7+iqTceIpmGXxTQw8cUETbok25PINM+RxE7bFZzh1yBvhRFrgjInghkPkP1VDGhG1hDLAXJMniPMtORbQJJl10q148r4w0lRkvzntzcAB8l4Z5E0GSZgvHzBKsCa/CGGAVx1Wd6Lq2nDzVYK2IXoFJF3266n8uCF5A93udSlz9KOI7kxJrwqswBriGEMLTdwjjAO9QRO/F++iifQlA6d/tigjnj08TjgjbwnybVAjdYJyp0Y2XpSJaY0GNvIj30UUHPwAqFrgkUvfPWR5XRY8I22L0+Gj0XWU/EQCVVEUSAnFS3SXv1Xfil/ZBE/XE6DpkVoH57RO06uCLBFaZWDjUI4X/I4uoZA6JqCpu3ySFih9sxjIibA/T7UrTS5Oa+z2RvSK6NWJWI9/xxrroXsrtiEgTErFWfn9cFT0kbA3LJixH8NFF3wk0RIFusfOYKronbI0TA7x7Kubqt5NXrvvyLjGZO5yMdEQkbojoipJKolQQ5R4Zn6bZRE/YHicGmK77zm/XoKGS6IxJOjMTk8PRSEdESh2V1E+vRAHP81jEh9rp94R34KOLpufqoh9QRd8J78ALOr6bcWMAHuxh8d4OW68PrHqE8PvIZv9/oC6erLR/uwB/Kw9A4PI++OWeHOGQLvptnmzowDi6Tj+/xpMjRL6P/+6VVZ4U4OPiYi8AIvcSaQOhBU+/Txd9Ah5QMgVAoudNXaqSTYTMnn6bLvqUIzgKTUeBlHaFbNl2LAki7upgMhMyeWpHZhIBd8ng4knl7Z8LGkMWmy0/5zictS/DJEPeIY/um7w4K3gs6aLnnk7URYdONvVDumhXMMmQbeXRAIpuoDNV8lKngbmnc3TRSS+2q6PjMs3HddGOYJQh23c7ru9TsI5UyWZdtMnTSbroIOsaol8sL1MmONVFP4IDL20eYqhEcqNKXiI093SSLprx1kz1wCu3XeqiH8NeQfQE4nr/7EYevURo7ukkXfRgX3rktvuQLvqEAD9aOxiEw83mXSQ08yQ5gBqVH8Ts4pDBY7t8Dy72G3q3StaKWvl5npzroj1o5VPFHjhFO9RFu4BFt2OTPNpZl65NQs/URftelgJQuxqHnaiLdgGLbscmebSjk9miNwtPZ+iiy+8IkN+7JMcn6qJfiefJo5+pi2ZlHaHKH8tODumiT6hkLT2dZvcMWkDU8K7y5B1StlgSMnjSI0tORDlr3DEgGlWy8oDotr9INiJsixOyaKMM+ZXy6DfQRSP6yfDVlbGOSaMP66JdY1MQPcb58ujX66InOCiNPqqLdg6rl432eII8+uW66DEekEYf0kU7x4NzMO7l0a/WRU9wXBp9TBftHjsF0ZOVT5BHv1YXPcVhafRBXfQJ2CWIHuMcefT76KLpuDT679ZFt3ieWvk1umg6Lo3+6KL/EjxXGv0+AX66TPmv00UfwvuUKp8uU/7rdNGH8D79ok8SRC8zMTt8X1n0MbxPv+hzBNErTIwOxwPfTBh9BKNTtMqU8ZpUR9WRt5N0GmNW213oThBEj5lsO4xCBhRti1KPOWdSVUyxgxNUS9HZwPDllMGNYhhrAkdeLt6qkb2SGrv2h+4F0WMm2w71wK4nW+OcSS6OvJZSYyU6axgGOCAiCmEqUvQBvtmXMHThPgyI6MpNNqcL7nXWnf1e7JjMMXPYUi7Lsix19N0y4fnx11KuRGcNw+nC7AuAwOqElH3X6FaNXDAAnrSY5XIviB4z2XbYtbgWQgiu5VNOmdTSP/4+RJvoGDAMsNCuFWRVKVRVG8lRS2Gv9C1DrDXGqlV6W2Qr7gXRIyYWDtuBIQAkoVMmsqp0I87CY9uz4ib00dmHYYDLGEAFH7K6VAlnlxoAoozzaGDWtmu0ViN3gbXYJ9wLokdMLBwOBkYBc8hEXTIPEXiQFJIdfL1rH52dmFwLG/2qbwTUXnhDn4ho8uCYTddoXeXWjZKJG1r5vF+/6PvAmxj940E0Xky62c2Dr6Vs2O4MbVrJivy2YTMA1IBMcmAmyN/dNXr7xPL0ftHdQ29GBXbWn9VdMIlUCCQe9HZ84Mari84OTAKcTV8HJhf47OwaPa4PvUW/6NW70cxC9WuPQlSodt/CzpXls+hYYBzgTKZ25VnrrtEeagFMTgFv0S96zWHltmCpfHHg9832MevoDDFSVdaIATlKoDxTeiR/vr2r3Qmaeaq1swUZRT+91LA+Pd6rDqs7XydMGPC4kN4QHQsMj+A68iJAjiLHwiIAZD0IkGXX6LZLc1AAKPh28vcG/aL7gYNYuGAiJACVxI80ix5Ep77EO9KfQTbLuiVlAJ7eQsZ0Gl3msejTt9IP7GRBcSsuCWK6CpNWbJxF31AShe2yxtuZK1oxGcPgsB/o9/m0EyZXPy/DmIgoiA/XKvvo0JXtyOxtmpGWDV273N6+a3SvRu5FxhO8X7/ofuCtLyc6YtK9BPJ4s+ij+PSLHjqcD3TL5LFm0Ydw4hvAw42nM2bXkTop9QXvaLl2L5OZw9lAx0wqDyg89swXIp4YYObve/6mzlJd+VXV/m5QR5jMHU4HumZSy6KQLHH889bx6Rc9cjge6JrJA82ij+JtVJXySwGLr1v7DQ4B+dU80ZvG26gq+bN/+9MdAo+/G2s/3uYI/uAcnJhkffAO+AT4l+MT4F+OT4B/OT4B/uX4BPiX4xPgX45PgH85/gdbgiLgu1WGQwAAAABJRU5ErkJggg==" | \begin{array} { l c c l l } { { \mathrm { f l o o r } } } & { { \mathrm { S U ( 2 / 1 ) } } } & { { \mathrm { U ~ ^ { m } ~ ( 1 ) ~ \otimes ~ U ~ ^ { l } ~ ( 1 ) } } } & { { \mathrm { f i e l d } } } & { { \mathrm { h e l i c i t y } } } \\ { { \mid \mathrm { g n d } > } } & { { ( 0 ~ + \frac { 5 } { 2 } ) } } & { { ( - \frac { 5 } { 2 } ) ( 5 ) } } & { { A _ { \mu } } } & { { - 1 } } \\ { { \mid \mathrm { 1 s t } > } } & { { ( 1 ~ + \frac { 5 } { 2 } ) } } & { { ( - \frac { 5 } { 2 } ) ( 6 ) } } & { { \chi _ { \mu } } } & { { - \frac { 3 } { 2 } } } \\ { { } } & { { ( - 1 ~ + \frac { 7 } { 2 } ) } } & { { ( - \frac { 7 } { 2 } ) ( 6 ) } } & { { \Psi _ { \mu } } } & { { - \frac { 3 } { 2 } } } \\ { { \mid \mathrm { 2 n d } > } } & { { ( 0 ~ + \frac { 7 } { 2 } ) } } & { { ( - \frac { 7 } { 2 } ) ( 7 ) } } & { { e _ { \mu } ^ { a } } } & { { - 2 . } } \end{array} |
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"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" | X \biggl | _ { { \cal I } ^ { \pm } } = O \Bigl ( \frac { 1 } { r ^ { 3 } } \Bigr ) \quad , \quad X \biggl | _ { { \mathrm { i } } ^ { 0 } } = O \Bigl ( \frac { 1 } { r ^ { 4 } } \Bigr ) \quad . |
"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" | \sigma = \exp [ - \int _ { r } ^ { \infty } ( \frac { 2 R _ { g } ^ { 2 } f ^ { 2 } \exp ( - 2 \Phi ) } { r } + r \Phi ^ { 2 } ) d r ] |
"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" | Z \left( \beta , L \right) = Z \left( L , \beta \right) \ , |
"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" | F ( x , x ^ { \prime } ) = F ( x ) - \frac { 1 } { 2 } F _ { ; \alpha } ( x ) \sigma ^ { ; \alpha } + \frac { 1 } { 2 } F _ { \alpha \beta } ( x ) \sigma ^ { ; \alpha } \sigma ^ { ; \beta } + \frac { 1 } { 4 } \{ \frac { 1 } { 6 } F _ { ; \alpha \beta \gamma } ( x ) - F _ { \alpha \beta ; \gamma } ( x ) \} \sigma ^ { ; \alpha } \sigma ^ { ; \beta } \sigma ^ { ; \gamma } + O ( \sigma ^ { 2 } ) ~ , |
"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" | \frac 1 { { \cal E } } \ddot { G } + i g F \dot { G } = \delta \left( \tau - \tau ^ { \prime } \right) - \frac 1 T |
"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" | H _ { \lambda _ { 1 } } ( q _ { \lambda _ { 1 } } ) = H _ { \lambda _ { 2 } } ( q _ { \lambda _ { 2 } } ) = H _ { \infty } ( q _ { \infty } ) \; . |
"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" | \hat { F } _ { \delta W } = \hat { \overline { { { F _ { \delta W } ( \eta ) } } } } + o ( \hbar ) \; . |
"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" | \left[ \stackrel { \left( 0 \right) } { H } _ { B } , \Omega _ { 0 } \right] ^ { * } = 0 , |
"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" | d : \ c ^ { p , q } \rightarrow c ^ { p + 1 , q } , \, p a r t i a l : \ c ^ { p , q } \rightarrow c ^ { p , q + 1 } , \ \{ d , \partial \} = 0 , |
"iVBORw0KGgoAAAANSUhEUgAAAOAAAABACAAAAAAmWiTTAAAEdklEQVR4nO1Z/5GkLBTs27oESIEU+EJwQ2BD8EJgQ3BC0BCcECQECUFCkBD6/nB+iOI4s9/ulVbZVVuz895rpGF48PAXsVtYKLEa9PYPOvIzcCeI98/VsI0J/PRPh1Y+U+bkYuOfMA3blsBPLZ+OFQEQmAgqPqcKf21pDZ5EnrC6oc8yof3TtpMAV5VxyO9v7eH/g3d1wnqy8DII6Jl4b309DVDirOMobgdZlzA2JduaJuHpmzJr5gFZH0VtSGCTpaw9afqkQJI1mlmAiWM3lGTOqQUIAXjhEg4XAI1qFmDOUdh2BIbp4rniLBFm2R/uvxMAhFmAUJHCnxQY1rfhEarsgWM+hUJpwEHPA2KBINk3qd9+ylivLKOYVMgxaY2bFWl7K8gO/cxeFm2rTCKgjfIKSBqSXZHXJEtz7UdyWbdxL1dIsh6T2hWFSI0oSXaXvyn6pumSAVFLIIueLI1RKHtTSjHYi/mQkWQxbmiF1OiYVKR6eY/+vnyejccZ7MwlQythSDPMdbeQl/uRfY1kupjUL7Q5oBTPK1iBzkdf3lBpwLoAmKCADB8WQLWQ0US4n4bXSELGpDF3Dq8eOF+DHD/nDVYBOnwAGgFAUWcArAIQThaAj1J0dk9RayQzJWVxevs3ePMCgCqsAyCq90oJAF4AwMm8B+A9StHS3v59mXTj2jvmG9w34/cwnfqsALgs/+NbAB4AqtwLAe+j/UmNpv9V0o1rR66V/oX7SMX7pJsPTbK+v1QTrgECjIC/b86Z/NSAzQDAimtPRgJfJl25xSNJo9NBLuFP96ajsPN87y9So3URqAE4JaIRlTgXgFMAgg3lnPsl0ipi9ap5KmwZo3rQDoddfyssvdeALT2kuGkIkwPVK6Qb9/3OL58v4b8IKpKss7otSLKFrsnB2IJswZKk6th2JNnkJGvdv066faRhksXSHJdnP0LU1BtkAKwNH84AgMq8BCADAKWrs1U2ACGIalhoLgMQbIWXSbeP1+FGyXZ4dtqXnsGyJHuyvSjuepIsS5Jk2w2OOivYdyR5GZyCXyA9nCOjljx90bSmvH8vHvjmM4iFY/Xk1GX0YBh+kmzSx8rHpHahXBiwfBbNe5J5ewvsln0DJmfR9DE/NqqOgjWvEpZOlQ9JS9cOF3RYOotnHUlzrRDiZ8e+C+R4SkGynowAOTVKUtftrVzol9b5I9JCfXIPXyqnctmwv1Ymk2fHvktENFQgyeSjU8bVBPaAtMbNl2a4V8jNAjvlq+X423Zu1erFLFNriKXpTfjia7XtCKRcWIRlyVYt1PspX9zOhgSa9G+0UySZ62d9k+vV7VwbTi80rxgKE5PczlO+ykQhGxIo8lPKrCwAuOQVQ8LnJlXHpt4ufZSpiq5yWlqfrh7mvmkbmxLoT8n6Krjku7Ok7yQnU70pgXDnZ8u8BVSYvuDY0vtBQI0Kyy9BzJbqtmbwB7ChLPozOATuHYfAveMQuHccAveOQ+DecQjcOw6Be8chcO84BO4dh8C94xC4dxwC946/gBSFXyvWrHIAAAAASUVORK5CYII=" | \left( \Re ( u _ { k } ) , \Re ( u _ { k } ^ { \prime } ) \right) = \left( - \frac { \pi } { 8 } \, , \frac { 3 \pi } { 8 } \right) |
"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" | \Phi _ { k } = \Phi _ { k } ^ { ( 0 ) } + \delta \Phi _ { k } \quad , \quad \delta \Phi _ { k } = - \lambda \frac { \alpha } { \mu \beta ^ { 2 } } \sin \left( 2 \pi k \frac { \alpha } { \beta } + \delta \right) + O \left( \lambda ^ { 2 } \right) |
"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" | S _ { E } ^ { v o l } = \sum _ { a } \frac { V _ { a } } { 4 G _ { d } } + \frac { \beta } { 1 6 \pi G _ { d } } \sum _ { a } \int _ { M _ { a } ^ { d - 2 } } F \wedge \Psi - \frac { \beta } { 8 \pi G _ { d } } \int _ { \partial \Sigma _ { \infty } } J _ { D } ^ { i } d \sigma _ { i } . |
"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" | 2 \mathrm { I m } { \cal L } ^ { ( 1 ) } = ( 2 s + 1 ) \frac { ( e \epsilon ) ^ { 2 } } { ( 2 \pi ) ^ { 3 } } \sum _ { n = 1 } ^ { \infty } \frac { ( \pm 1 ) ^ { n + 1 } } { n ^ { 2 } } e ^ { - \pi n / \beta } , \qquad \beta = \frac { e \epsilon } { m ^ { 2 } } . |
"iVBORw0KGgoAAAANSUhEUgAAAYAAAAAgCAAAAAA+x/A5AAAE+0lEQVR4nO1a25WjOhCs8ZkENCHgEDQhQAhMCDgEEQKEYIdghwAhWCFYIVgh9P1AgrEegPy6e/ZsfeFGVdVG6NX2B2EJdbPY5Gl4npesAeQirX1ZPct+NTbLTdrXZ/ECL91zzrMEAudcqafZr8bn+y3fhbTBxDkgX5TJHJZGQL0tUGz7t+TyTq8/Bh8La4Bmi02ehqd69cVaqT63VwW/awmaBO7ABoCsA2NP1hoA2APaAQStXuS1EurRdecxgQ2gd5r7N7j8eUQ3jLDVa7zWQoYyep/AJ9CyvfmgGQAcVFYBOH636zZxN6x5TFZ3eqWYuSSPNYQlP0m2frt6g4PKqocEgA361jwU+f19AlAjbzUAtm/1CgGHNYvR6k6vJDOX5LJsWPanXJ5WKSkzf+q2PqhRcRSw4TRQKYiIiBp+vvDqSnTp2BDJhzugGfisGVirO72SzDorNZJuWWMYFZFoficRxP5IJEQjiOjKRCeyxipagSmcAlxxGa6OVyLa07WsBDeRbGgyx/dZcYxWd3olmY0dYEguy4bPGRHlZyKa7wDW0CVDdSaic3YlootRHAVsOA3YO1+lOdKxsqZnoqWH4rOicK3u9Fpn1rlSEVYjiPblcD3XAUQlsy9QxS+T4iRgwmnYKLuJVT8f20OhsnZ36M1hiPcAMLufDrDiba2VLFBvtwckeoVoyzAZOiyrBaW+v6VdmuIb+t0HymPWfn21APZsW2sYxUnAhNPwkZsClCyEUD/y5gnU7nG+GK9mWFEUttZ1OGW6knWiV5AWhT2IRTIMahUij3ofzmjbpjr9EORPmR905zpGwgv4hClY1ZVAVjm7AXdNn3a8bIYVha2NKZkdkde3G+hFrzBtCZEM57V8b50DSlRgDLpoKvAv5VT6IuFF5B0REZ0ZEVEmiC7lOD+J0pmwuq4bthPdJc6KwlgR5fw6cFO8wrQozBoQy3DUIiIxGtgEfe/ySJR1RMecmpyICB3dwoaNj1i5HnxC5gDQcwA7xYe+tnB7cxqaoomzopCmUd8xoC3TvCK0BcQyHLWAQA0k4L2HVjkgOTQHIJmbgw3bL7mysLLhw7LBlNY7yTjQT09CuiJTr1Zx1vgd3YCxgkQPveubNK8wLeZl4WXYO1qAyrxn5XszOfSlzDU7aaidd/S14cHHFY0muMmGWyX7+mINMmg1LeRemS9zroIsi8INGCtILj++9JmleYVpMS8LL8PiVgtA759ePe9ey6HmI3daZNviu/I6wISNjysaTXA6iJ3NNJZfbe/vs+UpzGeN8DbV1kqMd5K8QrSo13QOcDIUjhaROI667rweweU8Ex58JtFYggYbVplqKgcUx1i5AnAqo902wmdZeHMKrNX0sid5hWhRr1iGpuXv8ZZezczCjCFsS3xrE6QLxv7kR6JO2NfryPy3OoRb1hwGqyts2ySvEG0Gv0/CXoaTFhFNBaK1I2DWd/BZLowZbJCJnZ1SWQb0J/NJ7/brFvIb1iwGK1Va3SSvAG0tvAwnrWlr9iQMPgmiRMRDhZVrMPoowqKv8PJqQTHsp+n5GSPAE13ABkDHAr8T9vneDz6MoNWLvFZBQ65Y6V4p+qw+/9OwcgQc+a939Vkj4EZ0AX/x/4JWoXz++58m+hd3QA3k69dCdfDrge/AX9sBLJeYK/C7UD1DllzNfxxv+9fVP4Sx4s+5//BK/OuA/xn/AdymFNNRLRuKAAAAAElFTkSuQmCC" | \left( \hat { q } _ { i } ^ { a } \right) ^ { \dagger } = \hat { q } _ { i } ^ { a } \ \ , \ \ \left( \hat { p } _ { i } ^ { a } \right) ^ { \dagger } = \hat { p } _ { i } ^ { a } \ \ , \ \ \left[ \hat { q } _ { i } ^ { a } , \hat { p } _ { j } ^ { b } \right] = i \hbar \delta ^ { a b } \delta _ { i j } \ \ , |
"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" | \Delta _ { s } ^ { \prime } \psi ( s , r ) = - ( \mathrm { t r g } \, r ^ { 2 } ) \psi ( s , r ) |
"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" | S _ { \mathrm { e m } } = - { \frac { 1 } { 2 } } \int \! d ^ { 2 } x \, \Bigl ( \partial _ { 0 } \phi \partial _ { 1 } \tilde { \phi } + \partial _ { 0 } \tilde { \phi } \partial _ { 1 } \phi + \bigl ( \partial _ { 1 } \phi \bigr ) ^ { 2 } + \bigl ( \partial _ { 1 } \tilde { \phi } \bigr ) ^ { 2 } + F _ { e } \, \cos \bigl ( 2 g _ { \mathrm { e f f } } \phi \bigr ) + F _ { m } \, \cos \bigl ( 2 \pi \tilde { \phi } / g _ { \mathrm { e f f } } \bigr ) \Bigr ) |
"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" | A _ { m } = \frac { 1 } { 4 } \sum _ { n = 1 } ^ { m - 1 } \sum _ { s = 1 } ^ { m - 1 } \langle 0 \mid { \alpha } _ { m - n } \cdot { \alpha } _ { n } \; { \alpha } _ { s - m } \cdot { \alpha } _ { - s } \mid 0 \rangle |
"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" | \mathrm { L } = \frac { 1 } { 2 } m \dot { x } ^ { 2 } + \frac { 1 } { 2 } \lambda \dot { n } ^ { 2 } + e [ \dot { x } \cdot ( { \cal L } ^ { T } \mathrm { A } ^ { ( n ) } ) + \dot { n } \cdot \chi ] - V ( x ^ { 2 } ) . |
"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" | \left[ P _ { 2 N } \left( x ^ { 2 } , u _ { i } \right) \right] ^ { 2 } - 4 x ^ { 4 } \Lambda ^ { 4 N + 4 } = x ^ { 2 } \left[ H _ { 2 N - 2 n - 2 } \left( x ^ { 2 } \right) \right] ^ { 2 } F _ { 4 n + 2 } ( x ) . |
"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" | i \left< \bar { A } _ { \mu } ^ { i } \bar { A } _ { \nu } ^ { j } \tilde { \bar { C } } ^ { a } \tilde { C } ^ { b } \right> _ { \mathrm { b a r e } } = - 2 g ^ { 2 } f ^ { a i c } f ^ { c j b } g _ { \mu \nu } . |
"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" | \frac { p } { 2 } \left[ 2 \left( 3 - q \right) - p \right] H _ { I } = m _ { 0 } \sum _ { j = 1 } ^ { N } \left( \frac { m _ { 0 } } { \vert E _ { j } \vert } - \frac { \vert E _ { j } \vert } { m _ { 0 } } \right) + 2 p H _ { 4 } \, . |
"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" | B _ { \varphi } ^ { \prime } = - \frac { 1 } { E \Psi } ( 1 + E B _ { \varphi } ) , |
"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" | \phi ( \tau ) = \phi _ { c } ( \tau ) + X ( \tau ) |
"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" | \theta _ { a } ^ { i } \theta _ { b } ^ { j } + \theta _ { b } ^ { j } \theta _ { a } ^ { i } = 0 |
"iVBORw0KGgoAAAANSUhEUgAAAYAAAABACAAAAAA2M/9jAAAG5ElEQVR4nO2c25mbOhRG/5lvGlBKUEogJcglMCXgEqAEXAKUACVACagEKAFK2OdB3BEgxiI45/N6SWzk7YU2uoLng3ACqYTPzghsnctNP85IQH4vbyw5IbB1rjc9JQE34f7m5QmBrXO96RkJyG8ll4zbD2ydFzD9OiFmyjmcE+La5wVMP0+ImYoTgp7CC5iekIC8+Tcu/9cwPSMBV7dqY17B9IQEyBc4LTNewfSMFnB9x2rIK5jaT8ArtGszXsL0jAT8CysA4DTTW36ktP0EvELHasY5pvGh+r+kC3rMXzfWJYw40gUZO8uDEl8AmofMhS8ApJI5smH+wSBjNGc1ixrMw3tB2G1IDiq7VDEQPiGqM12tiS3niU6ThvdjGkTkERVuRkRUZBxRVtAThHDnb02jhtniM6Xf/W9Q2aXO+OKbDqExXauJTeeJjl8TzPxbQERuOXrtHPm0Bhf+8s1R1FpXa37nPFbZBaFJqXotpMZ0pSa2ncc6SUYHE/AJwAlGzfLZqbFuZBtHfbiaD3ldFztS2cXQVa51CRrTlZrYdh59oKoOV98nAC/tYz09Na4qbQKG91LdyfCmHbtGKrvk7ClXnelKTWw7j3SqJggCpAeuIkA1xq6zE6iPtJ8liYo4ZRQ16VpznRVERdYe8LveoFOZHl5QZwUJsyEgEwdMtTWx5zzTabugnTPo+ATkXbCumebOkzdIpa5fGEWV7donjhE/4kr+US+Fmjz3KrPDc+LvpgpydYlW3x8fHx8fH7+eN12piW3nmU4cII73z2CAIl6T3yY+042gRES+GLMxUgpNhHFUkRCRmkNkiEgwdYWUIKJBZX54RsRr6pwL5meZ2Jg6rLWApelaTWw6z3Q6ds5gACXLiIp2QuEj2S6+C0O0eG8cVaj26RNRhJrKLpcgokFlcXhCgYiIfEZEVLOIiEqsT53XErAwXa2JLeeZTs/2GYz4enCBfrzpm6X84fhWNZoxWBM1BFA5bLoZM6hoD/fE8ABIAQAB9wAw6BamgQSAproBAKJpsKXpXk2sSY11sFd4wVfqAei+uOv48uqHCZDQTYL0URebwROVjb3iWABAHgJA6quv1Q1dXgUAUhWZV8XS1KQmdFJjnQlGu91fjUA/5+rnvotowWTKFa3mVTcGr0RtpA+gUqEaABirTA/PvsNpo1a8vamYc90Fw9WH9fWwNDWoiaXzVAerhVdRT0XkHsPw7cgXDVpdTB3rMfXLsFFUpppqLHgKAeSVuuxkHzL32PLwBKbOmDlV7qk23sTRximam0JfE9vOY50hzuYZKCpVj15IVHM1VLRz34j9eDeIa8bgSdTQJyJK4JOLdqwiIopcIupVZod9IipH63seEhVcUFgS8YSIPK89Mi9JtDoIL01Xa2LLeabTsSi8pAQjIvoK7zGPEw5Ud+T4BiAbbYM2oVmsLudR3W8AcLgT+OzBZbfJKAWAXmV6WD5C4MGGHiO586ZJ7mnDgeQB5LwNsyh5xBSrNbHlPNPpWBRewrgaZYiKQ5tHm2Rge0XUIqLOaqJiaGhc/dOpTA6HLrVX+vA9JVHdlh1t3mpKrrUArelaTWw6z3RIcwZbaJbjTxBiZdI9kOkaZbTeUolcn6g02iLRlpzvGysMTAeOO5tj946YbhUwQzSaKbtmDjc6KIDcYdVGka2SXBvbwHTguLM5dhOg3QmaES73Ch9bt+Bk4wCpaNL9bzcuaWY6cNT5AHafjv7V1PubeTKdXTtqKbnGIxZuznO+/zsK85KGpgMHnY9gpSNrKc3up823R7a3S9ywLolKgzHAvKSp6egDO69/jNUuqDJr1/N13PZaMReMA9zgejUvaWo6cMz5AFYTcMajZuYP7xx5zOclHooDYDkButuRz+IU9kueY/ozrA7Cv/FP/DAMr2Rq8ydKTeWjv0333B3zk2kqHwBSCUdc/HNam11QDgfxrQKA/H7oyYC/TQ4HiP+wMOS3q0VtTaeIyEdNNVfzu/rASv/v46OmBGqHh9vZUvgpVluAy8AS9SDUS/dAyF2GQHAAYG58qYrFBFTSBeBEcQzA2kLxDCrpAv2O0UXPZrdYSkDw3SDmLgB4XiBhcaVimd7UbSt+757h2djpyQSKmrU74qXz5NN1p9KbFu0YwJ59Euc5LCWgcBPR3uKrvZqIyN5dHrsMpr5HRBR6m8VPx9osqKvwtv7p4vPaoHt0k9yaiES9++zUqVgbhNvNrab95Uh+9Kc6fw9lylJ4OSBdFv+v/l7QrWEA0EiR2Q1snVsOP0R+w//vz9W8OcAZfy3lzQHeCbiYdwIu5p2Ai3kn4GLeCbiYdwIu5p2Ai3kn4GLeCbiYdwIu5p2Ai3kn4GL+A5OzNtSwcRkQAAAAAElFTkSuQmCC" | \delta L ~ = ~ \int _ { \Sigma } { \cal L } ( x ) \delta x _ { \mu } ~ d \sigma _ { \mu } + \int _ { \Omega } \delta { \cal L } ( x ) \, d ^ { 4 } x \quad . |
"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" | F _ { 2 r + 1 } ^ { M } = V _ { B } ^ { M } \oplus V _ { B } ^ { M - 2 } \oplus \cdots V _ { B } ^ { 1 } ( V _ { B } ^ { 0 } ) , |
"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" | { \frac { d \zeta } { d \varphi } } = A [ 1 - \varphi ^ { 2 } - { \frac { \epsilon } { 2 } } { \frac { 1 - \zeta ^ { 2 } } { 1 - \varphi ^ { 2 } } } + { \frac { \epsilon ^ { 2 } } { 8 } } { \frac { ( 1 - \zeta ^ { 2 } ) ^ { 2 } } { ( 1 - \varphi ^ { 2 } ) ^ { 3 } } } + \cdots ] . |
"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" | e ^ { 2 \phi } = ( { \frac { Q } { \pi ^ { 5 } R _ { \infty } ^ { 8 } } } ) ^ { 2 } \cos ^ { 2 } \big [ { \frac { 3 } { 2 } } \cos ^ { - 1 } ( { \frac { R _ { \infty } } { R } } ) ^ { 8 } \big ] . |
"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" | D _ { ( n , j , m ) \, M ^ { \prime } } ^ { J } ( h ^ { - 1 } g ) = \sum _ { m ^ { \prime \prime } } D _ { ( n , j , m ) \, ( n , j , m ^ { \prime \prime } ) } ^ { J } ( h ^ { - 1 } ) \, D _ { ( n , j , m ^ { \prime \prime } ) \, M ^ { \prime } } ^ { J } ( g ) \; . |
"iVBORw0KGgoAAAANSUhEUgAAAUAAAABACAAAAABOjPHCAAAExUlEQVR4nO2a65WqMBSF98yygUwJaSG3hFgCloAlQAlYApQAJZASTAlSAinh3B8qykujSe647sr3a+aAOdtNcvKQL0JAVKVqGTLB6/iW9BXUQKhtz4ImeB3Pkr49trWAFp/mn29JoQ38sAEM75ICG6gE0OmwOV7Es6SwBmojcdB5FTTJa/iWFNZAJdgh5eqT6qBvSWFn4R1n6Se5B/+Swhr4w6V8pWZrEUzKlUeSLul1DgBIUpv2ghqo//RmWyT2H3hbjfV3fijprfQUkEIQpQnV1h+QAcWceSjpnfSXScS8Yf1ztAQ6jpU1g1aTCxrCdEGEWEm6Tz/TtsoXAY1istMsY7DcKjZag8nnJeKnTNAoLpYaNAfBOlXe1/Mt4x0vLIX7l3RLv6BtHaKUHYmIUn4kImrRW3TcDCeLu05ERKflO7MjEbWTQZNaNBpO0pB+UdsKoBIlERH1XBCdi8RzEm7V+qPEKRERjhM17+MuaUi/qG2Fb1Q4z0lMagXbraJy3lAeCwCQzbP7jJoE1vYQ7pIGbLUBwDc0LmOdQQNQwqinlVyb9xdsl9ZFl+cd1Ci2RDOt5iv7WA+SBmy1AcA3hrwGAtDGKNx2it128TEovPu4mx1UngNmp4pCq1FsETWdGNLD8n3OkgastQHABlJfOr9mElAQAqq5qu6WB4bm/Prn7m4FlD5dMzf5keGPgNkmGZDsIW8xAPNOtJ+d3nFeLU22d5Je0zRLv6JtDepZRkREJ2RElGRElD2bgNib02XPCiLiJWWMiIgk+luM5rNwn2YLrSwGnSUN6Ve0rbABy6oCABpRAFAlAPXkqdnVm3wYa7K9Pm2TAF0nUZ0zdAm7xTDvgXklt/OGjcZstWhZAr+Gv1o5kTSkX9G2wgbIlBYAmhLn0zJ0uh6uH5aOLu7rjb4bLuPhVszXxB3ngOJcnb9u15W3GABMx2aZHOpZfrM7zs0alcB1TfPN7iz9mrYVNqZJy0oAnRDICyUYUAmuLnmb3IxtqPZ1Mqo36k4se9YLDMdlocQB4JDI+9gCEvt6GtsV4zQzSS9pWkhvqe0CpW2bEVFdtGV9LoGyoGuV6bPJajKRJzrC/nhgTCmIjiiJeE1ErejvY8uk0+VsPa2AniQNrGtr2TzLBmYLXgD6AJzOJVCYw7UIsukwTDVXh/KFE6rxp7ucMUigzhlvdMvuY8skzaQLqSyMpAF7bQCmx1nnTeLxwXb4VNQ2m+XrM8va2SPnRER9XRynsZWEk//n2T1JumWw1kZuu8+n9GndXs4oiIjoVBNROl5vLMV+WZLdxQtBDcx6IpK3J5gwolKMe8tS7Jcl2V28sHmzdFhx6Gog2Q+7mZQpjXa8LlmK/bKk17R5fLozuCSiGrOa84t4lxS0B54AQOPROvRf411S4Fc7AFNln2Qg4FlS4NfbgD3KwBlexquk0D2w+jz//EoKbGDVlaF+M30Xz5ICv52FArD+ifWf4FtS2Fc7cgFAz0+kfg/vkoIa+GMAgPUBU7yKd0nBZ+H/neDrwP+daKAj0UBHooGORAMdiQY6Eg10JBroSDTQkWigI9FAR6KBjkQDHYkGOhINdCQa6Eg00JFooCPRQEeigY5EAx2JBjoSDXQkGuhINNCRv6euP9whH08qAAAAAElFTkSuQmCC" | \Omega h : \ J = \; \frac { k } { 2 } \; g \partial g ^ { \dagger } \; \; { \longleftrightarrow } \; \; { \bar { J } } = \; \frac { k } { 2 } \; g ^ { \dagger } { \bar { \partial } } g \ . |
"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" | \epsilon ^ { \prime } = \kappa ^ { \prime } = - \frac { \overline { { { { T ^ { 6 } } _ { 6 } } } } } { 5 \alpha } \ . |
"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" | \log \, Z \left( \beta \right) = - \sum _ { \ell = 0 } ^ { \infty } \left( \ell + 1 \right) ^ { d - 2 } \log \left( 1 - e ^ { - \beta \left( \ell + 1 \right) / a } \right) . |
"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" | = { \frac { 1 } { ( d - 2 ) ! } } \sum _ { k = 0 } ^ { \infty } C _ { k } ( z ) \sigma ^ { k } \sum _ { n = 0 } ^ { \infty } \left( n + { \frac { d + 1 } { 2 } } \right) ^ { - 2 z - 2 k } \left[ d ^ { 2 } + d ( n - 3 ) + 4 - n \right] \sum _ { p = 0 } ^ { d - 3 } n ^ { p } w _ { p } ^ { \prime } ~ ~ ~ , |
"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" | J _ { g } = - \int { d { \bf x } \, \Pi _ { i } x _ { l } \epsilon _ { l n } \partial _ { n } A _ { i } } + \int { d { \bf x } \, G x _ { l } \epsilon _ { l n } \partial _ { n } A _ { 0 } } - \int { d { \bf x } \, \epsilon _ { l n } \Pi _ { l } A _ { n } } |
"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" | R _ { a b } { } ^ { c d } = - \delta _ { [ a } { } ^ { c } \delta _ { b ] } { } ^ { d } |
"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" | d s ^ { 2 } = e ^ { 2 V ( r ) } \left( - d t ^ { 2 } + d z ^ { \alpha _ { i } } d z ^ { \alpha _ { i } } \right) + e ^ { 2 U ( r ) } d r ^ { 2 } + N ^ { 2 } d \Omega ^ { 2 } . |
"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" | F _ { ( J = 0 ) } = - \frac { \zeta ( 3 ) l ^ { 3 } } { \beta ^ { 3 } } \frac { 1 } { \sqrt { ( r _ { H } + \epsilon ) ^ { 2 } - r _ { + } ^ { 2 } } } ~ , |
"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" | \tilde { \varepsilon } ( \theta ) + \varphi \ast \tilde { L } ( \theta ) = R \, m \cosh \theta \; , \quad \tilde { L } : = - \ln ( 1 - e ^ { - \tilde { \varepsilon } } ) \; . |
"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" | { \cal { D } } \, e _ { A A ^ { \prime } } = \psi _ { A } \wedge \psi _ { A ^ { \prime } } , |
"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" | S _ { e f f } = - i l n J + N S = i N t r T r l n \sigma + N S + i m L ^ { d } \delta ^ { d } ( 0 ) T r l n \sigma = N S _ { 0 } + S _ { 1 } . |
"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" | t ( u ) Q ( u ) = \phi ( u + \eta / 2 ) Q ( u - \eta ) + \phi ( u - \eta / 2 ) Q ( u + \eta ) |
"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" | M _ { 1 } = M _ { \mathrm { k i n k } } \left[ 2 - \delta ^ { 2 } + { \frac { 4 \delta ^ { 3 } } { \pi } } + O ( \delta ^ { 4 } ) \right] \, \, . |
"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" | S _ { i j } ( \theta , \sigma _ { i j } ) = ( - 1 ) ^ { \delta _ { i j } } \, \varepsilon ( \sigma _ { i j } ) ( \sigma _ { i j } , 2 ) ^ { I _ { i j } } \, , \qquad 1 \leq i , j \leq \ell |
"iVBORw0KGgoAAAANSUhEUgAAAKAAAABACAAAAAC44CNzAAADRElEQVR4nO2Z65GjMBCEe6+cgDYEpaANQQ6BDYENAYdgh4BDYEMQIUAIEAIKoe8Hb5uXljXcVdE/XBgN9sdYmmnkN2Jn5UJMDf/ZimNU53RyeHfAr3x6/LQNxqjO8UzA3hkMrjMBe2dQzwXsncFZHYBrdQCu1QG4Vi1gbAE7V9dfoYW9OD0L4H55Oc6jLOzkeAuo6xfAfrxP3xbSC2A/3mca/RJ5nG52JyC+WwOkCkAcAQAuaaLGLqhyHJ8DbT4+zaSX+xWRkZYkpSELkCQjXDmqxBhjTCRDkgmC8cBfEkj6HpmhIKMSUOrZyxJDkgyQvRKOLAHVlQxxZaKRkQxhll5dCP91aKVAFjCkfxWQiTIkPbn8cl+8jKwSqh9WJczIgmRRTqxM1rO0P89C2T0dLc/2D3WqC4yCBASAtDSRNpDARXlAb0F/3X3P3mBsLgHAQ9xYzkvaiUyvo3XAeRWroFojpa7tYYHo4X6uCElmbVaV14z1zbEZOe+qE2waADJqCppFcxg/OfK77wOQuqnjou0DvZzlbYFcl8pTReENDabqoQ7nefltdqg+9xu5bELmHovmAFM52g3ixwTmkACQp0NfeusBGjkQ8gOd6v7bSN9qLpsGD9GqjP4Sfn0mbkN077f8JT6A0P06kjWNLoKfVIdhWE14ETHS7dpJEM5XisxUKj+tUCKZjE+CMiojyVMO259/UtYrIG2n+jfKnEWfn4BurcTzMhrQ/VYdaANMWpGOExG1FSmeumnTYLN2qGjac9arzNLjvIKy5hS+JqetSNeJVFYEz1FDDdYf/tBlbbsCZJaQS6xI5UTKTA0AMsDTHBmeaYWY9z0kTfc2XK3IEGChVDFw+lnezGyv1AN0tSJDgEzEIkJ/yRJmH9DZigzubqkkH+wVfVnPd+9i7lZkUQ7WqZtBZyuy9YO7sxXZcWdh3Ip0T+4IOG5FugNbA2rUnsemj0tMlbsgXSuiNgHs7lLI5l2MuD683wEAQt++8X2OQ9FcKDfZRO9uv7hbkZcXmQe5WpHNAV2tyOaArlZke0BHK7I9oKMVedvh/+I8l/OPVDYVCgD2AHTSf7TL/4/qAFyrA3CtDsC1OgDX6gBcqwNwrf4CyDnTIqi+JCYAAAAASUVORK5CYII=" | l ^ { \mu } ( \tau , \vec { \sigma } ) = { \frac { 1 } { \Gamma ( \tau , \vec { \sigma } ) } } |
"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" | L _ { n } ^ { \pm } = \sum _ { m = - \infty } ^ { \infty } \log \, ( \lambda _ { m , n } ^ { \pm } ) . |
"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" | { \cal U } _ { i } { \cal U } _ { j } = e ^ { - 2 \pi i \Theta _ { i j } } { \cal U } _ { j } { \cal U } _ { i } . |
"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" | d s ^ { 2 } = - { \frac { 4 } { r } } ~ e ^ { - r } \; d u \, d v + r ^ { 2 } ~ ( \mathrm { d } \theta ^ { 2 } + \sin ^ { 2 } \theta \mathrm { d } \phi ^ { 2 } ) \, . |
"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" | d s ^ { 2 } = { \frac { 4 R ^ { 4 } } { ( r ^ { 2 } + R ^ { 2 } ) ^ { 2 } } } ( d r ^ { 2 } + r ^ { 2 } d \theta ^ { 2 } ) , |
"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" | D _ { \lambda } = \left( { \partial _ { \bar { z } } + ( 1 - \lambda ) { \bar { A } } , \partial _ { z } + ( 1 - \lambda ^ { - 1 } ) A _ { z } } \right) |
"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" | J _ { \mu } ^ { i } = \sigma \eta _ { \mu \nu } ^ { i } E _ { \nu } |
"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" | \Pi _ { n } + \lambda \Pi _ { n + 1 } + g \Pi _ { n + 2 } = \sum _ { i = 0 } ^ { n - 2 } \Pi _ { i } \Pi _ { n - i - 2 } , \qquad n > 2 . |
"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" | \phi ( t ; \Theta , \bar { \Theta } ) = q ( t ) + i \bar { \Theta } \psi ( t ) + i \Theta \bar { \psi } ( t ) + \Theta \bar { \Theta } A ( t ) , |
"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" | \, G ^ { ( + ) } ( 8 ) : \, \, P _ { \pm } , \, \, M _ { 0 z } ; \, \, M _ { 1 2 } , \, \, P _ { i } ; \, \, G _ { i } ^ { ( + ) } |
"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" | p _ { i } = - E _ { i } + \frac { e ^ { 2 } n } { 4 \pi } \tilde { A } _ { i } |
"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" | \sum _ { \delta } \eta _ { \delta } Q _ { \delta } S ( q _ { 1 } , q _ { 2 } ) \langle \psi ( q _ { 1 } ) \cdot \partial \psi ( q _ { 1 } ) \prod _ { i = 1 } ^ { 3 } k _ { i } \cdot \psi ( z _ { i } ) \epsilon _ { i } \cdot \psi ( z _ { i } ) \rangle _ { \delta } = 0 . |
"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" | \kappa _ { D - 1 } ^ { 2 } = - { \frac { \Delta + 4 } { 2 \Delta } } Q \kappa _ { D } ^ { 2 } , |
"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" | g _ { n } ( \lambda ; \nu ) = e _ { n } ( \lambda \pm { \frac { i \pi } { 2 \mu } } ) = { \frac { \cosh \mu ( \lambda + { \frac { i } { 2 } } ) } { \cosh \mu ( \lambda - { \frac { i } { 2 } } ) } } \, , |
"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" | \{ S _ { \alpha } ^ { a } , S _ { \beta } ^ { b } \} = \epsilon _ { \alpha \beta } \; \tilde { \cal Z } ^ { a b } = \left( \begin{array} { l l } { { 0 } } & { { | Z | ( 1 + \sigma _ { 3 } ) } } \\ { { - | Z | ( 1 + \sigma _ { 3 } ) } } & { { 0 } } \end{array} \right) \ . |
"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" | \hat { G } ^ { + } ( z ) \hat { G } ^ { - } ( w ) = \frac 2 { ( z - w ) ^ { 2 } } + \ldots |
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