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E ( x ) = \frac { \pi \mu ^ { 2 } } { g ^ { 2 } m ^ { 2 } } x ^ { 2 } + ( 1 - x ) ^ { 4 } \left[ \ln ( 1 - x ) + \frac { 1 } { 4 } \right] - \frac { 1 } { 4 } \; \; .
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[ H _ { c } , P ^ { I } ] = i P ^ { I } , \; { [ } H _ { c } , Q ^ { I } { ] } = i Q ^ { I }
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\{ Q _ { \alpha } ^ { i } , \overline { { Q } } _ { j \dot { \beta } } \} = \delta _ { j } ^ { i } P _ { \alpha \dot { \beta } } \longrightarrow \{ Q , G _ { \alpha \beta } \} = P _ { \alpha \dot { \beta } } , \qquad \{ Q , Q \} = 0 ,
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\partial _ { 0 } \rho ( x , p ) + v _ { i } \partial _ { i } \rho ( x , p ) = 0
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"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"
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\sum ( - 1 ) ^ { \vert I \vert + \vert K \vert + \vert L \vert + \vert N \vert } { \binom { M } { I - K - L } } { \binom { N } { M } } \int _ { \Omega } D _ { I + J } \Biggl ( I _ { A B } E _ { B } ^ { J } ( h )
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"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"
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S _ { \bar { \psi } _ { r } ^ { - } \bar { \psi } _ { r } ^ { + } } = S _ { \psi _ { r } ^ { + } \psi _ { r } ^ { - } } = S _ { \bar { \Phi } _ { r } ^ { - } \bar { \Phi } _ { r } ^ { + } } = S _ { \Phi _ { r } ^ { + } \Phi _ { r } ^ { - } } = \frac { M _ { r } C _ { D } C \Gamma _ { 1 1 } } { P ^ { 2 } + M _ { r } ^ { 2 } } ,
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"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"
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Q ^ { \dagger } = \frac { 1 } { \sqrt { 2 ( P _ { 0 } + M ) } } [ ( P _ { 0 } + M ) + \overrightarrow { \tau } . \overrightarrow { P } ] a ^ { \dagger }
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"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"
|
e ^ { \phi } \sim \hat { g } \frac { 1 } { a ^ { 2 } u ^ { 2 } } = \hat { g } \frac { 1 } { \tilde { b } R ^ { 2 } u ^ { 2 } }
|
"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"
|
\equiv h _ { i } \delta _ { i j }
|
"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"
|
S = \int d ^ { 2 } x \; \left( { \frac { i } { 2 } } \lambda _ { + } ^ { a } \partial _ { -- } \lambda _ { + } ^ { a } - { \frac { m } { 2 } } \chi _ { - } ^ { A Y ^ { \prime } } \Delta _ { A Y ^ { \prime } } ^ { a } ( X ) \lambda _ { + } ^ { a } \right) \; .
|
"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"
|
\delta ( x , y ) = \int \frac { d ^ { 4 } k } { ( 2 \pi ) ^ { 4 } } e ^ { k ^ { \mu } { \nabla } _ { \mu } { \Sigma } ( x , y ) } ,
|
"iVBORw0KGgoAAAANSUhEUgAAAcAAAAAgCAAAAACgffeZAAAEQUlEQVR4nO2a4ZWqOhSFv7nLBnJLyCshtwQsgVsCU0IoAUrQEoYSTAmTEiYlTErg/QCRKChBeYPruX+4NIads885yQmBt5q1okp/2oIQpcBlcm38v+YPWM2/dBLswvyRyEWWyT9+bfy/9tvtTE91l1Xb7X4exc9gpmQL0rcOXkJyn386Nk4nzeUeQKgbg3gAJYLGNM1d7Lgx/I/GPMkFUCXtEreA5IB/Ok5LqH/fmgkXVNsydowoLM3fR5xkn+f+Ywkz7uLfHL8o9VcVN7srLG3+LoKW35eAzQGZLThYnGRRuLK83T/aivv4uwBimBQYS8KSDrYkIAogf7yzzhAjGUAWv5dIqLv4+wG8UQzabk2ysJSDzYLz+2KsCMnuPUsRPKryPYz/VAPtpHS0fpLm2zwOMAbwpr8lfBT/NCNiJFsJjjvuA29Insnfm4GT9n4TV51bKGWpsYnND8apqjzV7obfW8Abbu8R70KMZFkYT67nr6A3JM/l7wIYVQ/GHZwHd1gfYw7yqcl1QZK/6xT123YsDb8AWPwgJq4EZt5yGNLzGMnj/NfRC+D0enDFwVl/ERdj9pgEqzIAqcIjl7YE/ieFMEoyiBGjHiR5lP86ugB29cBeU3UsUaNjycFFPEzSA0p4qwFDCtjTNP6ZEjhJ8iiGJZ9rXkryaQa29aC6OotnlsDsbHMlWiIjFFCdOIf4FzvUXlTyueYoyRE4BrCjMbuRnqVMJ+zbgrwTu9Y1l0lqlQBsAjib4eQ4v10ogMtKvtQcITkiZ08BbCby/jwbXbuq7/MkxZtbzGlgzXhqNwu/KYBKZOyLPr81idp7cbYjO7a6Pc1TFzdacCZhVZJDROTsMYBtHpT5V+g/94/4BsCpAko0DLjyhInr+bEeJIBJqZKAv0q2WSb/iFBG2+pkYbdffdNmYlWSJ+bsJTYA7h3DX8B6JUP/CembzMmc8GV1UHDpyng0zjNSAVlVOd3nN4lHC0T4aOXYSoZ39E2bg5VJnpizA9gAyEO/KfCf+GrP6+WuckkRdOhcGY/kUwDNbWuqfBrwJ+SpwJtdcObatGKK4wrTmTYHK5M8MWeHoA/1BXRW1998NT+Ky/9rndV1zWddF2nzWw90ugNqV9c7VTcW6H7rQdR1rXbf32OmTcAqJR8N+NZa60RrrXcDo15iMxRUk0GlpJMAQ8+ITdbuh6vMXynbc+FtAib1++KyNQFn0yoRI6bNxE9LPhkQPCe4PerQOzGd/wD2eqxD68oF3hKxUoL0pb5stQpQRsgR02bixyUHBsSMuqEy5xucwH9Dp6uNKxNaVxpz9SgjHsknUHgx0PohQH42E2X2wfIKJV/L2W7UIbx9uctXULw4fozAi+P/ToJzY8dJD4F7NLdbo+TAgG4JDUcdwtt63wv9HyMiZ18BfHLc8WLvC2vAK4BPjlcAnxyvAD45XgF8crwC+OT4FxRWT4BbC+E8AAAAAElFTkSuQmCC"
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[ L _ { n } , J _ { m } ^ { \pm } ] = - m J _ { n + m } ^ { \pm } , \; \; \; \; \; \; \; \; [ L _ { n } , J _ { m } ^ { 3 } ] = - m J _ { n + m } ^ { 3 }
|
"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"
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\partial _ { m } h _ { \bar { m } \bar { a } \bar { b } } = \frac { 1 } { 5 } [ \partial _ { a } h _ { b } + \partial _ { b } h _ { a } - \frac { 2 } { 3 } \eta _ { a b } \partial _ { m } h _ { m } ] ,
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"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"
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\frac { \tilde { S } _ { 4 } } { \tilde { S } _ { 4 } ^ { \prime } } = O \left( \frac { 1 } { \lambda V { \cal P } ^ { 3 } } \right) ,
|
"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"
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S _ { \mathrm { { S u g r a } } } ^ { ( D ) } ( \tilde { \hat { g } } , \tilde { \hat { B } } , \tilde { \hat { \phi } } ) = S _ { \mathrm { S u g r a } } ^ { ( D ) } ( \hat { g } , \hat { B } , \hat { \phi } ) + \int d ^ { D } x \ A ( \hat { g } , \hat { B } , \hat { \phi } ) \partial _ { \underline { { { x } } } } B ( \hat { g } , \hat { B } , \hat { \phi } ) \, ,
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"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"
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D _ { \alpha } { F } ^ { \alpha \beta , a } + \frac { \kappa } { 2 } \epsilon ^ { \beta \alpha \lambda } { F } _ { \alpha \lambda } ^ { a } = - i \bar { \psi } \gamma ^ { \beta } { T } ^ { a } \psi - i \frac { u } { 2 } \epsilon ^ { \beta \alpha \lambda } D _ { \alpha } ( \bar { \psi } \gamma _ { \lambda } { T } ^ { a } \psi ) .
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"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"
|
G ^ { d \, M N } ( P _ { M } - q A _ { M } ) ( P _ { N } - q A _ { N } ) + m ^ { 2 } e ^ { - 2 { \frac { D - 4 } { D - 3 } } \phi } = 0 ,
|
"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"
|
\langle \mathrm { v a c } , A ( t ) | \hat { \mathrm { G } } _ { 0 } | \mathrm { v a c } , A ( t ) \rangle = - \hbar \frac { e } { 2 } { \eta } _ { \mathrm { R } }
|
"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"
|
| \Upsilon \rangle = \int \frac { d ^ { 2 6 } k } { ( 2 \pi ) ^ { 2 6 } } \, \Bigl \{ \lambda ( k ) b _ { - 1 } | 0 , k \rangle + \ldots \, \Bigr \} ,
|
"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"
|
\zeta ( s _ { 1 } , \ldots , s _ { k } ; \; \sigma _ { 1 } , \ldots , \sigma _ { k } ) = \sum _ { n _ { 1 } > n _ { 2 } > \ldots > n _ { k } > 0 } \; \; \; \prod _ { j = 1 } ^ { k } \frac { ( \sigma _ { j } ) ^ { n _ { j } } } { n _ { j } ^ { s _ { j } } } ,
|
"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"
|
v ^ { \prime \prime } + \left( k ^ { 2 } - { \frac { ( e ^ { \varphi } \tilde { a } ) ^ { \prime \prime } } { e ^ { \varphi } \tilde { a } } } \right) v = 0 \, .
|
"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"
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\phi \left( x ^ { 5 } \right) = \left\{ \begin{array} { l l } { { \frac { 3 } { 4 } \log \left| \frac { 4 } { 3 } x ^ { 5 } + c _ { 1 } \right| + d _ { 1 } , } } & { { x ^ { 5 } < 0 } } \\ { { - \frac { 3 } { 4 } \log \left| \frac { 4 } { 3 } x ^ { 5 } + c _ { 2 } \right| + d _ { 2 } , } } & { { x ^ { 5 } > 0 , } } \end{array} \right.
|
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|
V ^ { - 1 } ( M ^ { - 1 } ) _ { q , a : q , b } = \int d ^ { 3 } y \, e ^ { i q \cdot y } \, [ V ^ { - 1 } \int d ^ { 3 } x \, ( M ^ { - 1 } ) _ { x , a ; x + y , b } ] \; \mathrm { . }
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I _ { ( 1 , 3 ) } ^ { ( s + u + q ) } = 3 2 ( \frac { 6 } { \pi ^ { 2 } } ) ^ { 4 } ( x _ { 1 2 } ^ { 2 } x _ { 3 4 } ^ { 2 } ) ^ { - 4 } [ 2 G _ { 4 5 } ( u , v ) - G _ { 4 4 } ( u , v ) ]
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\int _ { { \bf p } } \frac { p _ { \mu } } { \left( p ^ { 2 } + 2 p \cdot P - M ^ { 2 } \right) ^ { \alpha } } = \frac { - i \pi ^ { n / 2 } P _ { \mu } } { ( 2 \pi ) ^ { d } \Gamma ( \alpha ) \left( - P ^ { 2 } - M ^ { 2 } \right) ^ { \alpha - n / 2 } } \Gamma \left( \alpha - \frac { n } { 2 } \right) \; \; ,
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"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"
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\tilde { F } _ { a b } = \frac { 1 } { 2 } \epsilon _ { a b c d } F _ { c d } \, .
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"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"
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h ^ { 0 } = 5 \chi - 7 \tau \ , \qquad h ^ { 1 } = h ^ { 2 } = 0 \ .
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"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"
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d g \, \, = \, \, [ \, D \, , \, g \, ] , \, \, \, \, \, \, \forall g \in { \cal A }
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"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"
|
\sum d ( N ) q ^ { N - 1 } = \frac { 1 } { q \prod _ { n = 1 } ^ { \infty } ( 1 - q ^ { n } ) ^ { 2 4 } } = \frac { 1 } { \eta ^ { 2 4 } ( \tau ) } \ , \quad q = e ^ { 2 \pi i \tau } \ .
|
"iVBORw0KGgoAAAANSUhEUgAAAkAAAABACAAAAADXbpfDAAAKA0lEQVR4nO2d25mjuhKF18w3CXBC0ISgHYIcgicEHIIcAg4BQjAhQAhWCBAChFDngftFSALZ7gfWwzSN6apfoixAVWh+EbZUJkC0ecQX9CaoD7fVxV39QB2/lWa3fm9/HIi0/AyIg9yg8v9y/2bV7f7vv8Qe4qA7iFxZHGXdVI/6s/1xIMrwMyAOcoG6MNh0vaNZlcZAciuPDFgurQgEhPEgh6b6FG0rw8twxBfkBJUh8272mhERXY/1jUsrKjytLNo21Z8MlzDkAf9IHDvpTVD2ZvOLAsCQfsYdkFuMQN/RVgDVuYL6aeBvgnIzK1jwSXeAYgGgPn+HY9ZGACX/6vKe/7AB6E1QjmafBQNQ4voZd0AuUN/L5LbT3xulv4lOHq8A6ocNnW+C2mW2TK87A9nZXa1C3COV/rwHGn0AqVscAPhZt0Bvgtpn9sZ3Ts24u8vBH1Egsp/1bQawEUAJQuCn3QK9CWqX2Xud7bwRcnencI8D9EPWffK4HrN9GH6kDyABALlupqMswRhQK4AfuaFUtcv33gC1V3vMJvXrc+7yUNxY1PdzOJmB/Gr8aANIgaN5eizXAdWDZwDUI5oFQPpw6tm7sA8gI9Q+7TGbqhiod92UuLurVXgV/2MSdRND7LsxM5HuKSxoWhnwcv3ZkQUyz4HgKsPJAFTeldN0KK8dBiAT1E7tMKtUDEDtOpHu7nIIBKjxA9NKTQA92l8ew37GSkClHOnoUv2oh+1SihRAPruSs8jxUaY0HW+CMmlgHuOP7bqbVRd1uVwuN7ZiV6ND7hgDIKAMX7aVpm6xPWa/2jRjKSKSVTMr3f0kIqIXf8bRiz/laF8VDkdIeqIgGn/cKDNlR6iSMuy2Y04Ux2PHlD0jiuOi82OC2pYQAZiQC/yJXWezbOi8uV2NDrkTkoikjLbTGatN3WCTs09smrEUiKI2gRLNEilZQVRN9xV9m4uIiIU7AyjjvNsOZSUrPrbyjEnySl6toew14M/tHjI7tqvRMXdFRUT0KkzHrSFp2eY9a9MMIqpCKcNRJIOq9lR1PzclO6/xiyhGUUSLQ8wBRDREDIsiouc49CMiGVJW2EP1qkxd3OM72TWaHezqLPh1Z6MeScO2hmRqBhERfxKRGCIIJNtfpE2+txCdLyIiFsYvokp2iomsAmjILRcQ4ZKax92WFVSvTBgOGPBd7BrNDnY18uzORj2Shm0NydQMIooZEVEc9DtArN1ia8cvxNsSBElEFGMljC0C6IluyIk5vVBU04tvhYLaXXZQvWtjB3T4TnYtzijfrszw7c5GPdI62yqSoRlEJAQRUTZUl/xO2zv71O5xWjQVDM3zZLhzPmLILSsBDpa29/8qL1FeyhwMSe0AZa8W/112NfLuzkY9UrNR5v1DVl6PkOpcAar9cLsZAJAzABBD6drvbi7Dck5D5ABwv+QJAMhFz5T3BPe7iaLPLZcc4EkzoZZeFNIEtVIifQTMAcpeDf7b7Grk3Z2NeiSRA8hzdQGQ/wKSSzIgJQmSR1Kq/6Z/o1ONoNvo/bSDkbC7TBcWt8gmVYgprDKERBURUXPTGAcVEQmiottjDdXJ4mYFO+xaXFO2u8W7Oxv1SAWISFKGikhyoorLHqmQRBliEkE1+RsiKcbqTkiG5vEHPeOfLqRgl9Hy8V0a5ZaD3mZ+iwMg4QAbeTlYt7VQZ/hddlGqa/+vqruZQt/unJAYgJQjZUEz7xuEdY+URE1ZUzw6E41sM3XLXNhFc2RmaXGs9bTxLLfcKAFLlY5baS6KvDu8cVSXl4mjsftV/Lsm7dLl99bNjmmus2zYLY9D4FJmArjUr+klXucum3y+5c5KK029AmkI1EoC456PAJQ8sB4Xlt+EZQD5vOFbTxvPcsuNUiH0BX66jH3f7saRSuVkt7FbdAd0bOtmxzRzC1cIANeSAwjLGbaJx+xuv9I6BFIIALO3QebZqC3x7uanZ1oG0PbY5ZYvWU0bz3PLPduGHdOA2jqa9cUyVz7DNyXT182u0PR2wxDo+nBxmDd3NqqnG4qxZrBZHKck0BYGjLpHU3PESgDIh6HoT9AWNgV2BU4eHij63DIbx0xLNO08Syh7tfjvsquRd3c26pHU8ECrAqDJ4bZIiWApBJA3o9KoGZqaI9FcZXEFSjAAf3g3JtmNLfNReYf63PLkitUAz+YhLKHs1eK/y65G3t3ZqEdqNrgCasUBqKhHSm8yyhH01W2jZmhqjuTfkgF5yFD+DYoA+HP913zS/TTIw3dJXQHIfFabIG8PXpZiat4SysG3eKtdjby7s1GP1GzIy4Onr38Jy+WAxBm/y+DBmntrm7PL4lvMHuUTCFitBPCLLu317TKtrdW8+/+32NugwXIQAFDBPMTLchn1dlCd8sf8AWS+KkGHP7XrbFZrV6Oj7pYyL7fQI3UbqhZdOWSPVCseDPuszm6dlry5djRvO1LWZsazaTK/ythKoiu2r8TxIiuoXst6hHHlCI3wp3adzWrtanTU3VIzgKV6JA1btrLb8exGFRGBqKsjmtcTYVmqQU7VFT5kA7WpSa3RgD+z62xWZ1ejw+4MAEtdFxszrZSPOZ5dSUQEoqotD6zCycdr7/5HH19pwQJq++/HqxKM8Kd23ZeQ0NnVHX7QnQFgqR5Jyzbr2a1D19VUNP4GgrCZ6ux+dpfi5QRW8vnXDM1Q2xqvSjDGn9p1X61BZ1ejo+62AZbqkfRss551P7vNVPAfDC92DbNMtQp4e0deq4BD1TwAIL6QVV6DGjMZ1FSONEmpCX7/x5q27rVrasY+d9sAS/VIG2xzv/vO7m9gOfU/evd/ku7/yutIS6hpCcK2xqsSTPG7egZNW3fb3W7GTnfbAFpv22xs81dbrVzcYlYRSbxoke7/ogYoF6ZR5YjJrF+7ft35A/CulQB6ISYiGRA1N9oxKiq8FHof0AjKhemJV1QRaYvF97bVZNezO28A/rUSQCGIiET/TCe3Jxw+oxmULZOE2Dw/e9tqsuvZnTcA/1p5tbl997+/JXdJ979NMyhbpjwMb7eNTNTetprsenbnDeANWoTUC5KaqYr21Sw8aSgy/ZJmULZMFWKqELWls0az3uxq5K9rdwK8QcsRaPLuf1I2RUj5l5fnG0M5MJlWJdjb1p2rHfjr2p+z3MIygMbv/qe3pCkeyr+8uNoIyoXJtCrB3rbarnbgyZ03gDdoZX2g543V9fOW1myR7v+eRlAOTOuVI+tmXdpqtOvXnT+AN2jtuja8+19lFdHrR6w13kM5MFmsSrCrrTtWOzjizieAb/3a/s9WTp3almml+lOnNnUG0KlDOgPo1CGdAXTqkM4AOnVIZwCdOqQzgE4d0hlApw7pDKBTh3QG0KlDOgPo1CGdAXTqkM4AOnVIZwCdOqQzgE4d0hlApw7pDKBTh3QG0KlD+j9POlTQStsfWQAAAABJRU5ErkJggg=="
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( ( \frac { d } { d x } ) ^ { N - 1 } - k ^ { k } e ^ { x } ( \frac { d } { d x } + \frac { 1 } { k } ) ( \frac { d } { d x } + \frac { 2 } { k } ) \cdots ( \frac { d } { d x } + \frac { k - 1 } { k } ) ) w ( x ) = 0 ,
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"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"
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h ^ { 0 } ( C , N ( - F ) | _ { C } ) = h ^ { 1 } ( C , N ( - F ) | _ { C } ) .
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"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"
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T _ { \mu \nu } ^ { c a n } = \left( \partial _ { \nu } A _ { \alpha } \right) \frac { \partial { \cal L } } { \partial \left( \partial _ { \mu } A _ { \alpha } \right) } - \delta _ { \mu \nu } { \cal L } ,
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[ x _ { i } , J _ { j k } ] + [ x _ { j } , J _ { k i } ] + [ x _ { k } , J _ { i j } ]
|
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A ( x , t k ) = \sum _ { j = a } ^ { - \infty } t ^ { j } A _ { j } ( x , k )
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"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"
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2 ( \lambda ^ { \prime } R ) ^ { \prime } = R ^ { - 1 } \mathrm { e } ^ { - \sqrt { 2 } \Phi } \rho \tilde { Q } ^ { 2 } + R ^ { - 1 } \mathrm { e } ^ { \sqrt { 2 } \Phi } \rho P ^ { 2 }
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W _ { d i v , ~ v o l } ( \beta ) = - { \frac { 1 } { 3 2 \pi ^ { 2 } \epsilon } } \left[ { \frac { ( m ^ { 2 } ) ^ { 2 } } { 2 } } a _ { 0 } - m ^ { 2 } a _ { 1 } + a _ { 2 } \right] ~ ~ ~ ,
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b _ { 0 } = 0 , \ \ \ \ \ b _ { j } = - \left[ \epsilon _ { j k } \frac { ( x - x ^ { ( l ) } ) _ { k } } { | x - x ^ { ( l ) } | ^ { 2 } } \, + \, \epsilon _ { j k } \frac { ( x - x ^ { ( r ) } ) _ { k } } { | x - x ^ { ( r ) } | ^ { 2 } } \right]
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A _ { h } = 2 \pi \sum _ { i } ^ { g } ( u _ { i } \alpha _ { i } - v _ { i } \beta _ { i } ) .
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\mathcal { A } ( W ) = \mathcal { A } ( \mathbf { R } _ { + } ^ { > } )
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"
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\frac { \partial ^ { 2 } \ln I ( \phi , \chi ) } { \partial \phi _ { a } \partial \chi _ { b } } = \sum _ { k = 0 } ^ { N - 1 } \sum _ { l = 0 } ^ { \infty } \left\langle \frac { P _ { N - k } ( x _ { 1 } ) \tilde { Q } _ { N + l + 1 } ( y _ { 1 } ) } { x _ { 1 } - \phi _ { a } } \right\rangle \left\langle \frac { P _ { N + l + 1 } ( x _ { 2 } ) \tilde { Q } _ { N - k } ( y _ { 2 } ) } { y _ { 2 } - \chi _ { b } } \right\rangle
|
"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"
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\lbrace \mu _ { j } ^ { ( k ) } \rbrace = \lbrace \lambda _ { l } ^ { ( k ) } \rbrace \, \cup \, \lbrace \lambda _ { m } ^ { ( k + 1 ) } \rbrace
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"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"
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\nu _ { z } = \left( \begin{array} { l } { { 0 } } \\ { { k } } \end{array} \right)
|
"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"
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{ \cal U } _ { A } = \delta ( a ( t _ { 0 } ) - a _ { 0 } ) c ^ { i _ { 1 } } ( t ) \cdots c ^ { i _ { p } } ( t ) \bar { c } _ { i _ { 1 } } ( t _ { 0 } ) \cdots \bar { c } _ { i _ { p } } ( t _ { 0 } ) | 0 \rangle .
|
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{ \cal V } _ { \mathrm { e f f } } = { \frac { 1 } { g _ { H } ^ { 2 } } } \, \bigg ( { \frac { 2 \pi } { V _ { H } } } - \sum _ { a } q _ { a } | \chi _ { a } | ^ { 2 } \bigg ) ^ { 2 } \ ,
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\frac { 1 } { F ( i \pi ) } = \frac { \beta ^ { 2 } } { 8 \pi \nu } \frac { \sin \pi \nu } { \pi \nu }
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J _ { \beta } = \frac { 1 } { \operatorname * { d e t } ( e ^ { - i \theta ^ { 0 } ) } } \frac { 1 } { \operatorname * { d e t } ( { \bar { \partial } } ) } \; ,
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V ( T ) = - m ^ { 2 } t r ( T ^ { 2 } ) + \lambda ^ { 2 } t r ( T ^ { 4 } ) + \ldots ,
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"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"
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\gamma ^ { - 1 / 2 } e ^ { \phi } \left[ \frac { \delta \mathcal { S } } { \delta \gamma _ { i j } } \frac { \delta \mathcal { S } } { \delta \gamma _ { k l } } \gamma _ { i k } \gamma _ { j l } + \frac { 1 } { 2 } ( \frac { \delta \mathcal { S } } { \delta \phi } ) ^ { 2 } + \gamma _ { i j } \frac { \delta \mathcal { S } } { \delta \gamma _ { i j } } \frac { \delta \mathcal { S } } { \delta \phi } \right] = 0 ~ ~ ~ .
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"iVBORw0KGgoAAAANSUhEUgAAAaAAAAAgCAAAAABxmvPpAAAEmklEQVR4nO1a2ZWjMBCsmecEtCFoQ2BD0ISAQ8AhiBBMCCYEE8IQghWCCcEKofcDMKCL28/7durHRlBd3YhuNccHYR9kPN7J8htix2A/d7GqTmmqdrH8htg32I+9MuhDnney/IbYMdh9MmhT5MVwu/hvchMADkCme9tM9jaqvP0X2TXWT5uHoAiAHMZwnCFarGZo8phN88JmrBP2yNj4oOp3wiPoI7swVEXZL3laqVTI2u7FOCkBWm14ataHRABU2cUaO53XnKS+Zpk1bo544WD0sVWwDhxQnCWAAnEMID72dzKhIAQAiN+nG8rnDs5t2mDvDIREAKSO0ONsZcl/agpkPJnghcnYJtgpVj6hJACoumww40AFURuAqow9Ido8+EWA0mValNZxSzUFCmPE5YWbsUrYJ2PiUNWJVta8yqgdJat3V7VrHWyawFJ4RQAUTrNxvrZrajWVNeLywmJsE+wUK58qBgCt6iTTw6VL6cZGCTG8koO0efCLADp3BiFWXcR9zQLJuBduxjphj4wNIiKiKxJy4IwzERE9OLu79ntoRDIBlxf3vjki16j99xAQD7rVhxJu02yPaZ5xMUZ8odqMJ7YK1olDM7HuzrUpmGXKL87p9tCAM4a9l9KDzahfSUMi6jly5LI6Repabwm1rtNWEIAuC9yi/kgwVJPxxFbBOtE8Sfij7q7jf2kJoOLCUy09NBvGzWXcDzIkcuTNYlMVEtDHaxPsV7RuEfqFBEAuu9u3sVBthhdLg3WjTjhwV3rdIILp56HNQ1BEyL5c8nCOL9GM6x/ZjYRDtRkLhcMyNupHPWW/ocieK3A5csteruhmekYmViudrr0/NTUj5MbIDMYa4Rmo16BuLVE5y2TbkyljAqocSHo1bbAELX3kPibyPK7YbH5aTQ1tjHi9sBlrhH0qLhARUYReS9FlMcMg2+78Tg/R65862i2RweQ3OtN+yxMUSboaJImIvputlSWOMSIiunYFZyxUm+HH5GAtFQdAZK4lzzNtFsxEEtGlG/PQ5iEsIts/9fzc2q4+ugYsjna8zYJCEoLo/hj1wsVYBEPGVCEiovvQ/U/Au5aYBbOIAPDuMcsuS9BQJG5+9QlfaZkd2x5KBZS/TmPrxEAzH/fCxVgEQ8ZUAQD8OZWDbUqEAJgQ53bOmlQQAuCiN50PfBPRN+oy46PNw4gIEa+LaPKgGwNrq8E1VGgiFvak07yziM6XcS9sxiKYMmaszVHDO9gD7Kf5Nb7NgWF376PNw4gIEBcSACRDdO/Spgz1IzekEzX5vUiFGPfCZiyCKeN+8WgcdZhuf7Meao6I/JIAwAGw54nRKnh5mE98A2qex2p+Az7GEkxyc8Yr77WvMReJMFHaB2Xh2/li9Ul8SajTVOZ8k8DrnNygM5ghcs6tO4/KfAk+hNog118S6iQVq8SlGgW48xqMKwDlhjk+SeRivj7VY+9Tl38f4fdiF0xRmfXZ1YlHVXF1Xp+pznnsnteZsES00VMX4gWrYSDU16rM+y5OabZ/eX6JyJt4Ma6y24eLP9gG/8CHi/83fibozfEzQW+Onwl6c/wFcRvHRlFIsbQAAAAASUVORK5CYII="
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T _ { 1 } P { _ 0 ^ { - } } T _ { 1 } ^ { - 1 } = P { _ 0 ^ { - } } ( z ) \quad , \quad R P { _ 0 ^ { - } } R ^ { - 1 } = P { _ 0 ^ { - } } \; .
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"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"
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F _ { \mu \nu } ^ { ( 0 ) } = i \, ( k _ { \mu } \zeta _ { \nu } - k _ { \nu } \zeta _ { \mu } ) e ^ { i \, k \cdot x }
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"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"
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f ( x , p ) = \int \! d a d b ~ \tilde { f } ( a , b ) ~ e ^ { i \hbar a b / 2 } ~ e _ { \star } ^ { i a x } \star e _ { \star } ^ { i b p } .
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"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"
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L _ { W e y l } ^ { p z m } = \int d ^ { 3 } { x } \left[ - \partial _ { i } a _ { - } \partial _ { + } a _ { i } + \frac 1 2 ( \partial _ { + } a _ { - } ) ^ { 2 } - \frac 1 4 ( \partial _ { i } a _ { j } - \partial _ { j } a _ { i } ) ^ { 2 } + j ^ { \perp } a _ { \perp } + j ^ { - } a _ { - } \right] \; ,
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"iVBORw0KGgoAAAANSUhEUgAAAMAAAAAgCAAAAABh8yhZAAADk0lEQVR4nO1Xu5HjOBB92toEMCFgQ8CEAIXACQEKAQyB9NchQ6BCIEIQ/HMI71zCuADeGfyJEqDRVe2U6qrmOTNANxv9wH7NFvh1GMgha2wGkuzH5yL1WdMPrHARSeT2P4NrEeuc0UcJoD6dngolzyFn2gjkgj17yB2igBc5W2kB+DDoGj6f3Yoqm8NKYAp2j9x+Oq/dkwWCzji2BQCggdF17d/PnwUWqs1YfsTD2xFw5W8RzD9l2QIIwHon7rcow1/tmtnx7S0dyB3hjgvTc1m28BJe5ghoAAgR8H93lc0Q8Nu9FzkCIHqSrNCRNIZkbzmaTT+oLp3U67qSGVEqUvQcBpKdJodRmEbbtEi7KUhXFLYnWVUpp15rbCtk+sFCgMaQjSHJrmJvtzAYSYurdToQSaIydiHAvht4yTja+YKGgSQvOknzMl6fpZMkr7qQbYMPDXBbu0EIIFcJVwjRn6RuLAAU8gNwQkJlnGdxT63Il11S62q3KzO9cCUgTVnaKeyudoMC4Mxn+de/nJBa1ccaQFT6PeJB951NZ/Ug/xsIn97/uf5nf10EAER/UqG1S1CvomhDf/fgYf7bawDwptQiyNpEAPHUiPjRPEjLWwBoFQAc5QfiJRX0OSwaoDGTUm9qVzZWm6sazWjgokhpRqqOtN0snSzQkKQaSHIkx4xAr8+yOu2zEmiqUfQkafefbdwIMUPAWo7oOWLkiJEcwJHMkZgIiIw1TSDTPBYNOGeFmdrurnbdKsS4txxmuLkoFLzScFrACwEE6d6BU+4bK+9PSgTdIdMQZgK+bgAbawBmrj93ClNi8/Imn+UGJu/otPca8MpFGQGcrS485NIM3J6KcAAg6lt++6B7TJIqb6eCiUB7jDVQoy4BOYvPBQm05zgfvcvnDh5n6SXgPYSUNWoYIG7Ny4Xdo9OtdOHj8HbIdBcApxrH8mbP3b1Toicv/TywXqt32ln1Zft+YF7E3LwvpmhI2mpTk9wLq9g+lJnv04L1eG3TDj+BCKilKrdCa4vpPW4355UE4NMdbn5QAoBqpoVYXZdgC/Q8/IRWfvKFWY+Pubc/6DS3uynANiRpi0w7e4jbYAMyhjxyE8yBj2/gi3BsnphOrnF2TdrwI7391bBP/8SY0eZK7UUE9KNJKQGncnPhg+H4SzEW/8nbZE0v0gAQ8cwM+rnzywj8KbxIA38O3wRejW8Cr8Y3gVfjf0/gX0o5gZ7AxPQ6AAAAAElFTkSuQmCC"
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\ [ \hat { X } ^ { \mu } , \hat { P } _ { \nu } ] = i \hbar \delta _ { \nu } ^ { \mu } \; , \; \; \left( \hat { \zeta } ^ { 2 } = 1 \; \right) .
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"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"
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\{ { \psi } _ { \alpha } ( x ) , { \psi } _ { \beta } ( y ) \} = 0 , \quad \{ { \psi } _ { \alpha } ( x ) , { \psi } _ { \beta } ^ { \ast } ( y ) \} = ( ( { \gamma } ^ { 0 } { \gamma } ^ { - } ) ^ { - 1 } ) _ { { \alpha } { \beta } } { \delta } ( x ^ { + } - y ^ { + } ) .
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"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"
|
\left[ L _ { m } ^ { g } , b _ { n + r } \right] = \left( \frac { 3 } { 2 } m - n - r \right) b _ { n + r + m }
|
"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"
|
\mid \alpha > = \left( \begin{array} { c } { { \alpha _ { 0 } } } \\ { { \alpha _ { 1 } } } \\ { { \alpha _ { 2 } } } \\ { { \alpha _ { 3 } } } \\ { { \vdots } } \end{array} \right) , ~ ~ ~ ~ ~ ~ ~ \mid 0 > = \left( \begin{array} { c } { { 1 } } \\ { { 0 } } \\ { { 0 } } \\ { { 0 } } \\ { { \vdots } } \end{array} \right)
|
"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"
|
E = \int d \Sigma _ { \mu } \xi _ { \nu } \langle \hat { T } ^ { \mu \nu } \rangle _ { 0 } ~ ~ ~ .
|
"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"
|
d { \widetilde s } ^ { 2 } = { \widetilde g } _ { \mu \nu } d x ^ { \mu } d x ^ { \nu } ~ ,
|
"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"
|
\triangle E = \operatorname * { m i n } \left\{ \left| { \cal \vec { E } } _ { s } - { \cal \vec { E } } _ { m } \right| \right\}
|
"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"
|
\partial _ { \bar { n } } \Gamma _ { i j } ^ { k } = G _ { i { \bar { n } } } \delta _ { j } ^ { k } + G _ { j { \bar { n } } } \delta _ { i } ^ { k } - { \bar { C } } _ { \bar { n } } ^ { m k } C _ { i j m } \,
|
"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"
|
\lambda ^ { a } \lambda ^ { b } ~ = ~ \frac { 4 T ( R ) } { M } \delta ^ { a b } I + d ^ { a b c } \lambda ^ { c } + i f ^ { a b c } \lambda ^ { c }
|
"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"
|
H _ { \Lambda _ { 0 } } = H _ { \mathrm { 0 } } + V ,
|
"iVBORw0KGgoAAAANSUhEUgAAAmAAAABACAAAAACYM5QTAAALHklEQVR4nO2d3XmjPBCFz37PNqAtgZRASiAlkBJwCaIEXAKUACVACVACLgFKmO+CHwuQQALZ2HlybnZNQCO/DGIYDfIfgjW1rWOvMQNV7ilmd+ksRvZkSPs/i6bDq8XGDHRJzrG7R2cxsidD2hYdrM18e42ZyH8fBzuNkT0Z0rboYBnz7DVmoqCqzjFsrtMY2ZMhbYsOlgT22jISC95mCDuNkT0Z0v5jLcivPhtmqy1DFd/1WabNdCIjezKjbW8ES4LT2HksO8u0mU5kZE9mtK052Knh65vcI39AiA8Y0rbmYKeGr28S5v+AEB8wpG3NwU4NX98kzP8BIT5gSNtWkH9y+PoWYf6PCPEBM9q2RrCTw9e3CPN/RIgPmNG25GCnh69vcI88nZE9GdCWONht/F/b6jazP3wdrekbk+nJYf6eXh8L8fecFZ3mdrVmQHvpYBkDrmEFACzTtb47fL1b0zcm03PD/F29PhTi7zorOs3tas2ENs1U5kREKLtP0fzPcpVo9HZctaZpTK6c7ezCDu3q9W5GC4vHQC2a29OaPu2/C9+OAFSsL/phN63ypXv4Gir2iOSbJ9Y0jcnlsexpSYBdvRZDfENKO8+KWoex69OeO1h3by6GaMG/Kr+zoDZLx+MzuOIhVYuqAOBJ44+pNT1jggpHQBM8Lcu0q9cCI1NKO8+KWgexAwa05w6WeQBQuW12a2OA3STHLCSEr3F1qyp+/5MHAFlSJFJ0U2t6xkYVhZcU8VhfGYTPqmzd1etJiG9GaedZWenLEeydtGnPg/wu4ivcJHDZ/fOGBG9mKRDOHzH8PC2k32JmzSzcvHIv8u43m+eF+bt6PbnizSjtPCtqHcLeSZ/2LCbjORGVzEn7z55GHDcNXzngLiPAMuj/0+RqazrGiKjfGyVRLvT/aWH+nl7PQ/wNSuucNEGlwv/tYe+lS7sbwW7XMAzvLll4dRbqO/Y0Qx15qJZBrOt0zbXXxV3A0BrQD1vkCmEJjmbzxe8v0wzRMUZblKxyekBz0Kf9HwCEFz+KovazBRgAVC6cFleg/7yueYY6ZUiWxnnXUsjFjTNrG8aqSxiGAJg3NF9lYnx66B7p3VaBCYgMew1AlsVfpbTBacPkkpNl7AD0aRM1bj8wex5RzYmIlZQHUU1EDd8eBGNnPpYCrFbsG08+Tq1tGEvdhmo3JiLyu+G5CUpxhwal5DBd8ZU7xQSRWa87LRitUtrgtGFyycky9k6atEHkDmRjlESciBoiahoioliJ4C53kanjgKvYd76naG3dWM1yohIpEVHKiYhK3pAYWlAQyA7U1JqDTRGZ9HpoQJLNVFPa4LRucsnJMvZBerRBHIOBHBFRPjllGlenLEPtAtIj03mfJtbWjXFxEHCIqPTyPJ8ccyjMX3GwGSKTXneSZ/FVlLY4rZtccLKM/d6IFm3UGK3n4EQUC4elGk3IHLlmQL7cTEE/VDdRlFJMU2sbxhyP8nzYxSuJGAD4033i5XFTxZzzhohqzuM64lHTb41ytYMtEBn0upP8YldRunO6g9I/KwtOlrELf9qkTUTgGB8/OSIionsjjWi7zAXdNzdMxigGZP7tdm2XTkmp30EfrTXrX7QB52Xt9d+Jyy+7SHnPoftxMWuImpwFMZEfEFHjxkS5p3SwJSJFrxWIFIyUlEZOIijFWVlIxulB2DdpExH9cauxzPI7K1eys1fxiXZ82kFyrWV7XxJ4+WJrVz/bfkQB8Cc2mtopvpySof2XewAQyqft2n9r3wDAV0HAR8ABfLUlECYN8M1iAGG17G+nz4OIVIxUlMY64z2gZJwehH2TNgD8rZwBRJs5a/tz+WbFnFRU3Iqr4pAQAVBhpTqqEs/UsJ/DAOb0synyeiQWJLG6VQBxC6BPNnkA0AK3bP0YHEWkLtRZo4S9oFScrGPfpA0AfzHOFyc9oNaosFexN0s/lUm8zMcwUd3KkzCFeGg3OzLQ20jvbSQOneTquLN9btiqJpgjmkyya0hJdI0SRFAKThJQak4CdkBaQWGMXSNN+1fIHbsBcCuKVn6rSIR5Mna/6nxF3YbrqYpPitYFUHkA8O1Jr1/ZRjb5R36G263B6FLlDKb52Bmi2SS7IAUiJaM1SpiAUnCSgVJxErGj+mr0WlvDvkkbAP7zhnHx4uQA4BkWBwWKCdqwTZcbnW6IdQAULgDk6vvDXF0q/NZfUvILOmPrZe9F0kdGoo95rFi3PEM0m2TXkIqRgtLI6Q7qGKcFdrgy/9JtbtAW7U41654MgmHudS3hKJMvfaCLpVlqPyUiYjlRBJ38pKgcDVHdP9d78scydyMplSMnqhknTuRxIuIgosghEpKpC80QzSfZNSRnpKI0cNoHSsLpQdgF2qUqo0eg0uV1E3vjDqYOljLJxpJJ5xHiLosU5DxwiIjHOg+648Funrv98/Jy5oWIqNzEx900jVPG6zqAw4k78HOiyM9TzuGrjp4jMoYkZaSkNHAaQR3lNMNOceynioN1mht6L9CumfwbEoGIyigSPNPUwWT5tpIpcnAdqCYnPyAq01LuKArV0TCrUcpnKQJfullUk0u9KK+pXptamyKi0jGc9ZTmJJWUxrmdDtRxThPsVEeqPKJmc52mtNUj2FzGDrY8oJFNvXX7DqeJxUQNBQbfU1Qg9ZKG6V+XhzSbZNeQDKqaksCJWGyB0wQ7NUTuLlIT7DPaqmvFgoPVixuTKxlgyi7E60l1w2vD6l2Th7Wct6Rk4SFaTLJva8loldJ9QChR2+A0wU7U7HrDaYp9SrtUAbHwZrczX7XzwiSPr0n3ANLtG169pAAyz9mzJm6byB/tk+e8OV2FXlVsPHjOtWC0TmlcCbUDdZzTBDtQuDsWMZhhn9LOlPnbmcPl3HW44eU5C2G5pBaYguF2UAp3l9SP9lRwcfnltx3i25Fkkn1bizB/nZJ1TuWkAZMQTNqcPm2zx22FJiFsLHk0yl35mGy1iF4jxD9RszDfhJJlTrQ3BJtIl7YVBxPDtnJe6Fjn3DW/4s31tBB/n6ah7WmUiMgvc5Osh1zatBdvdu9R8DFObd2+8Cnb5fHhkV5e+TQJjM6kBMCpbqq6EX1p07azAN23M8R/i7f9OjHpjIhVfXrHXnd+tO6MzqRkS9q07ThYdtGe23qUqs/6tX8F6AUY2ZM+bTsL0Pns9PXfEv+1/esVGNmTPm1LKxz6inohG2ulaekNlg+UMhoIHVxt4skyoG3JwRQFKd9Pu2hfPMQHFIx6QpU05n9ZGdC2tcq0GMKeoVcP8YEFo1sxKUO8vvo9XpABbVsOdnII+/IhPjBjVGSuP5mvaa8IXv87ADCjbe3HsD74oiw4dJLSUutbusgrQ19Md0ZF5gYYCSUofB9or/Df4sd7TWhb+6WP5Wxu5c5fr3iY3iDEB+6MksstDjASurWBUwFgEa8uhrPoZ8iM9uFJg171Yi2M/WVMxnpWoc5B9YzG0tie0KQ+S1Vd/UIyom3v9yK/F+Un7UfJnvPbFu8Q4gMjo6Tyu+qWgVD7r3+1d/zLK8uMtjW/Thdvwce+1sogx/WsQp3DGhnF3XIRA6HU7bcaFkqdIjPa9n6Q1F8secdwfU5o9PJZ/EEjoyB2LsmdUOUBbRi68esPX8a07Xk2XxSBPGnN1Bcv1BElMsrjkZCbEvE3GYUNaduLwXD70FgL4xFSri3yepIx+uZt+Kx0jgUZ0rZ3i5TVnT9HT6rFtyEZI6cqjtdnPU+GtC2OYKhu55zpxH/Os6oNncXIngxp23SwX/1qIYu3yF/9aqlfB/vVQ/XrYL96qP4HVaNuPk+nKb4AAAAASUVORK5CYII="
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O _ { 1 } ^ { ( k ) } = \left< \sum _ { i } ( q _ { i } ^ { ( k ) } - 6 ) ^ { 2 } \right> \; \; \; \; \mathrm { a n d } \; \; \; \; O _ { 2 } ^ { ( k ) } = \left< \sum _ { < i j > } ( q _ { i } ^ { ( k ) } - 6 ) ( q _ { j } ^ { ( k ) } - 6 ) \right> ,
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"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"
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S O \left( d , 2 \right) \supset S O \left( d - n - 1 , 2 \right) \times S O \left( n + 1 \right) .
|
"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"
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S = \int d ^ { 2 } x d ^ { 4 } \theta K ( \Phi , \overline { { { \Phi } } } ) - \int d ^ { 2 } x d \theta ^ { + } d \theta ^ { - } W ( \Phi ) - \int d ^ { 2 } x d \overline { { { \theta } } } ^ { + } d \overline { { { \theta } } } ^ { - } \overline { { { W } } } ( \overline { { { \Phi } } } ) \quad ,
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"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"
|
c _ { { \cal O } } ^ { \prime } ( g ) \equiv B _ { i } ( g ) A _ { i j } ( g ) B _ { j } ( g ) .
|
"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"
|
\phi ^ { 2 } ( x ) = \frac { 1 } { 2 } a ^ { 2 } [ 1 - \operatorname { t a n h } ( \lambda a ^ { 2 } x ) ] ~ ,
|
"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"
|
2 { \cal N } = \xi ^ { 2 } - \partial _ { \xi } ^ { 2 } - 1 \; ,
|
"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"
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Z ^ { \alpha } = ( \omega ^ { A } , \ \pi _ { A ^ { \prime } } ) , \qquad \qquad { \bar { Z } } _ { \alpha } = ( { \bar { \pi } _ { A } } , \ { \bar { \omega } } ^ { A ^ { \prime } } ) .
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"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"
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G _ { i } ( x _ { B } ) \sim \left( 1 - x _ { B } \right) ^ { 2 n - 3 }
|
"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"
|
A _ { - 1 } + A _ { 0 } U _ { 0 } ( x ) + \sum _ { k = 0 } ^ { N - 1 } \, \tilde { A } _ { 0 k } U _ { k + 1 } ( x ) = 0 ,
|
"iVBORw0KGgoAAAANSUhEUgAAAWAAAABACAAAAAAB0fISAAAHhklEQVR4nO1c67mqOhBd+u0GskuIJWSXEEvAErCEUAKWACVICVAClAAlhBLm/oCEV0Dd5xjv9br+nC1hnJXF5DFDPDvCHA1fXPrg19jPPqc/P9F3+hIq74m5wJksr+G5eQmXt8TX7HPMAf6ZJf4e5hEsGNAw6ZdEe/HrzyfmAgMoLolfDukh8uvQJ+ZTBFCdroFPBsWl8OnONxYR3Bxjv/qe1XKn+EbYzXrX/AQJWjC/JPC+GvcCR0UjZIsYpyoBLsrvKvfOAoOISAtWUs2QUNldzMkrOhbviS8AOFelABeFgHjjUHoNdgRUP2EC4NDqV5F44yliDyCDBNA2ntOL/wf2ACoEADJ88uMnYA+gK+2k+ETwE7AHwBmAqP0I/AzsAaAt2ogz8SoOFVC9yvfTsQcQs+OBB9WLAjg6/gA/h+NrvD8dXwBE3fKba9zTSsTx3/f0inL2ms89ADAOVJtTcPRdAGiiKIqiKLvlrL2cDsfTb4tk2eHPXll1XB9HGx2Pp7R1tDTR+hSWHnYXYIO1SemEWE/3tBA1EREpcKUEeLmZHZbgV33luP4yuyx5oH9pOuL6KHImkvrKXDIorHY4CXPFiGiVtRFYQ677FqI3TaCI6Aq22YccJRElEPPL95Y4arZB5gYs1wdRIiAiipEs2+RmrSRHp4abtTEtpVRr36BQ278SIqIQq/cSEemciKgGnxO5u4aUu7p5Fwauj0EzpjvPDpVuPG/TLyfrO+pYmgXmT9mNlWQr3A1yBPML9xfpJL99jwsjro/BxIx2VPbK7XiyAjtZO97JLabx1i5/VbdZFrhjGUmZun3TGmRzx844PR2/d7vdbvRGb8Q1+vk+XqLp277s9P1zdL1hbQzbRbpVnA8/wNm5+PU+t1nffrjSjrqyj9zydgTngs/j9ZEIzsdBs8I3BFOK5Xk+mnQt16HEPULIciqds09ihttsitAhUzoEab66B6iZ1Sd3hPrypecChd0hVxD9Y76BS9pA/clmVI5zu9x5yzkVOcOlmOyjLdehxD0gSksBIV0Zq+kZCkyaT0UpUEiw+JSGbqpnWH2kIyP9KtZGO7dfaJVq+vEzSI7d2MTGmlJNEV1yO9qOANAiYsCgV+o6PxQOD9PCuUHPUpEzYD5Z9eZVFgoAzTj/by6BwMrjMj1DM8m30kIJtE0AcGRugaPieho+uQReO/QhlwKbx9vAtq3Nszzkx5Mt4AsAaCsxeZeauR6t7J2xW6Mkg2IdF2CUR3HT2pW4xy/IJ+XCWeJletZmGJtkUH0bc5oB1UWNDBysv+JFqrqOind9yrgNjHVryVpLJwaAIg0msege+T3aUU8mC5VxWCBAP7TTFLyIJwHmKnFXg3ZVxAvpOl6TIhwHQcFZn+NWEC6z9sTVKE5ax7S4NncPsNN+jrBfSe5arcRsS/rIIkfjtcbJt7shgSKSyu5/jRlHx2DscUgXNEtITxY71rVpPs3ZIIlIcOr6vDQjhZxyTO+fdcTRudlWXTD7bXH3z/a2kJQgItIPJhoTr7e2nqYvHDVRqYmS7ssNV8mISHUyq16STuDuZuo3raYtgCYadsPD5ZoIYb/LWJrlCIhqq6GL9ULgRIiATTc3JhIFSqI8uNl3hZBIh2yWwG8JPPea3EzlJEqi0N7WFwQMV4lcq6Srr5gHHSChOuZlHwGKj9pKhJp02A/R4TKTOkesFULtMKsZq4kI11ytsl4IPBpvtrNxTx6cMxFuV3qIqAwFOAvm920JPPca3M54FZNcGh95X1kyXEsGluguFExNRAsAYU0mCjFqoyuDZMKUp+zlOuQMggU5ucxk50BA6lXWvcBaSRkkmibjzYD/Mm+doVbros29PljtKZmRxnDVNdEVCRFpE5ZEZf88pKROqVEbEbPz7+TyMHW7zTpfq6w761mpTrHJPWUfFk/GyOtGfdCFephdxly7IaGW5TXFqFNq0hZAEWmamwyquc1GX+ti3U3801JdPq/kJj7OUo283p6BJ6hZSKRtRdVy7abgcClGjJookLO2Evx6FXpmUg9LjtvMws0atCjVDeNtsGUbw/vvYPBah+yxYmXA8zyXRlfLdb3ErVlMetnLmGGxcPTzzJbZNmvQvFRXu26s1W8LtHdi5DWJHyuZzw8sGq4bJe4rk+LWXsiwkYPmW2ZrrEFUowtgqiFn480bXuPVB/ZAAdmlhw0ARCwoipOvcwqmQOvXq1cQhWbhVVCeDwibAu1rjiV7wdesVOf1gLAt0L7xseQd2dO57Te0199mNIfg6tPfSzB6Jzcr1T0f0wKtV9f+sLe15DbFykuRZ2FcoD1eDme/3j1hD8juHVvUKO/nK82IaY9BUqbv+SP/RanOH1wF2rfDHhDX7Pt4qK6ef6EMMKRoLqcGaASAl51Pfi46ndlj5au/A1eB9u3Q7yIksjuOO/xlsLIsKeEA3vj3N73AClmWHX0rDNFPC+Itk2QAVmARt6cs8bsNHoG1DfCev9Ob/9r+NWgPSrWHxOv/o+AJ/w6BkZ1FKx84AvPfwb9E4PfFHeeDP/gTfAR+Mj4CPxkfgZ+Mj8BPxkfgJ+Mj8JPxDz/I4qNvdbB7AAAAAElFTkSuQmCC"
|
{ \frac { q ^ { 2 } } { Q ^ { 2 } } } \, ( D - 3 + { \frac { 1 } { c _ { 0 } ^ { 2 } } } ) = \sigma _ { 2 } ( q , c _ { 0 } , Q , \phi _ { 0 } , \lambda )
|
"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"
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- 2 q r ( \partial A \partial F ) - 2 q { \tilde { d } } ( \partial A \partial B ) - 2 r { \tilde { d } } ( \partial B \partial F ) ] .
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"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"
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\mathcal { L } = \frac { 4 } { 9 } F _ { ( \alpha \beta \gamma ) \nu } \, F ^ { ( \alpha \beta \gamma ) \nu } + \frac { 2 } { 3 } F _ { ( \alpha \beta \gamma ) \nu } \, F ^ { ( \alpha \beta \nu ) \gamma } - F _ { ( \alpha \beta \mu ) } { } ^ { \mu } \, F ^ { ( \alpha \beta \nu ) } { } _ { \nu } \ ,
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"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"
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\mathrm { T r } ( e ^ { - t \Delta _ { k } } ) = \sum _ { 0 { \le } l { \le } l _ { 0 } } a _ { l } ( \Delta _ { k } ) t ^ { - l } + O ( t ^ { \epsilon } )
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"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"
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( \alpha ^ { \prime } ) ^ { \prime } = \alpha ^ { \prime } ( a + c ) .
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"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"
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b ^ { i } \int _ { { \cal { C } } _ { i } } { \nu } = \int _ { b ^ { i } { \cal { C } } _ { i } } { \nu } = \int _ { X } { b ^ { i } \omega _ { i } \wedge \nu } .
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"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"
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{ \cal W } _ { \mu } \Sigma _ { c } = { \cal W } _ { \mu } \Xi - { \cal B } _ { \Sigma } \left( { \cal W } _ { \mu } \tilde { \Xi } + \int d ^ { 2 } x \xi ^ { \nu } \Lambda _ { \nu \mu } \right) = 0 \; ,
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"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"
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\psi _ { \tau } = ( \psi _ { \mu } ^ { a } \, , \, \psi , \, \psi ^ { a } ) \quad , \quad \gamma _ { \tau } = ( \gamma _ { \mu } ^ { a } \, , \, \gamma , \, \gamma ^ { a } ) \, , \, \, \xi = ( \gamma _ { \tau } \, , \, \omega ^ { a } ) .
|
"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"
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V = ( - 1 ) ^ { F + 1 } g { \frac { k ^ { 4 } a ^ { 4 } } { 3 2 \pi ^ { 2 } } } \left( { \frac { k ^ { 2 } a ^ { 2 } } { 4 \pi \mu ^ { 2 } } } \right) ^ { - \epsilon / 2 } \Gamma ( - 2 + \epsilon / 2 ) \sum _ { n } x _ { n } ^ { 4 - \epsilon } .
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"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"
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\frac { \partial \, { \bf w } } { \partial t } \, = \, - \nabla \wedge { \bf l } \, .
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\int d ^ { 1 2 } z \, { \cal L } _ { e f f } = 4 c \, \int d ^ { 4 } x \frac { F ^ { 2 } \bar { F } ^ { 2 } } { | \varphi | ^ { 4 } } \left[ 1 + G ( X _ { 0 } ) \right] ~ ,
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"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"
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{ \cal L } = \frac { 1 } { 4 \pi } \alpha K d \alpha ,
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"
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\frac { d ( V _ { i } ) } { d ( V _ { 3 } ) } = \operatorname * { l i m } _ { i \tau \nearrow 0 } \frac { \sum _ { j = 1 } ^ { 4 } S _ { j , i } \chi _ { V _ { j } } ^ { } ( - \frac { 1 } { \tau } ) } { \sum _ { k = 1 } ^ { 4 } S _ { k , 3 } \chi _ { k } ^ { } ( - \frac { 1 } { \tau } ) } = \operatorname * { l i m } _ { q \rightarrow 0 } \frac { \sum _ { j = 1 } ^ { 4 } S _ { j , i } \chi _ { j } ^ { } ( q ) } { \sum _ { k = 1 } ^ { 4 } S _ { k , 3 } \chi _ { k } ^ { } ( q ) } = \frac { S _ { 3 , i } } { S _ { 3 , 3 } } .
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"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"
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\psi ^ { \prime } ( z ^ { \prime } , \bar { z } ^ { \prime } , E ^ { \prime } ) = \psi ( z , \bar { z } , E ) \left( \frac { \partial z ^ { \prime } } { \partial z } \right) ^ { - \frac { 1 } { 2 } }
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"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"
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\mu ^ { \prime \prime } + \biggl [ n _ { \mathrm { e f f } } ^ { 2 } ( n , \eta ) - { \frac { a ^ { \prime \prime } } { a } } \biggr ] \mu \, = \, 0 \, .
|
"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"
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\lbrace { \tilde { \cal H } } ^ { \mu \nu } ( \tau ) , { \tilde { \cal H } } ^ { \alpha \beta } ( \tau ) \rbrace { } ^ { * } = C _ { \gamma \delta } ^ { \mu \nu \alpha \beta } { \tilde { \cal H } } ^ { \gamma \delta } ( \tau ) \approx 0 .
|
"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"
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e _ { i } ^ { \mu } ( k ) = \left\{ \begin{array} { l l } { { \vec { \varepsilon } _ { i } ( \vec { k } ) , } } & { { i f \; \; \mu = 1 , 2 , 3 ; } } \\ { { 0 , } } & { { i f \; \; \mu = 0 } } \end{array} \right. \; \; \; i = 1 , 2
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\sum _ { a } R _ { a } ( k _ { i } ) M _ { a } ( k _ { i } ) ,
|
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F _ { \mu \nu \lambda \rho } = \partial _ { \mu } A _ { \nu \lambda \rho } - \partial _ { \nu } A _ { \mu \lambda \rho } + \partial _ { \lambda } A _ { \rho \mu \nu } - \partial _ { \rho } A _ { \lambda \mu \nu } \equiv \partial _ { \left[ \mu \right. } A _ { \left. \nu \lambda \rho \right] } .
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\hat { A } _ { \mu } ^ { i j } ( z ) = \int _ { T ^ { 4 } } d ^ { 4 } x \, { \psi ^ { i } } ^ { \dagger } ( x ; z ) \frac { \partial } { \partial z ^ { \mu } } \psi ^ { j } ( x ; z ) .
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K ^ { 2 } ( r ) = e ^ { - 2 r / \lambda } ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ r < \alpha \lambda
|
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\lambda _ { 0 } = \mu ^ { 2 \epsilon } \left( \lambda + \frac { \lambda _ { 1 } ( \alpha , \lambda ) } { \epsilon } + \cdots \right) \; ,
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"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"
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E \left( \beta \right) = E _ { 0 } + \widetilde { E } \left( \beta \right) = \frac { 1 } { 2 r } \sum _ { \ell = 1 } ^ { \infty } \ell ^ { 2 } \left( \ell ^ { 2 } + \mu _ { e f f } ^ { 2 } \right) ^ { 1 / 2 } + \frac { 1 } { r } \sum _ { \ell = 1 } ^ { \infty } \frac { \ell ^ { 2 } \left( \ell ^ { 2 } + \mu _ { e f f } ^ { 2 } \right) ^ { 1 / 2 } } { e ^ { \beta \left( \ell ^ { 2 } + \mu _ { e f f } ^ { 2 } \right) ^ { 1 / 2 } / r } - 1 } ,
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"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"
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f ( x ) = 1 + ( - 1 ) ^ { \delta } e ^ { i Z _ { N } ( x + i \eta ) }
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"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"
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\operatorname * { l i m } _ { m _ { \pi } ^ { 2 } \rightarrow 0 } m _ { \pi } ^ { 2 } \int d \vec { x } \, \omega _ { \pi } ^ { ( 1 ) } = - \lambda \int d \vec { x } \, ( \varphi _ { \pi } ^ { 3 } + \varphi _ { \pi } \varphi _ { \sigma } ^ { 2 } + 2 v \varphi _ { \pi } \varphi _ { \sigma } ) \ne 0 .
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"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"
|
U ( t , \mathrm { \boldmath ~ x ~ } ) = e x p \{ 2 i ~ \mathrm { \boldmath ~ \ t a u ~ } \cdot \frac { \mathrm { \boldmath ~ \ p h i ~ } } { F _ { \pi } } \}
|
"iVBORw0KGgoAAAANSUhEUgAAAIAAAAAgCAAAAAD/SS/5AAACGUlEQVR4nO2W0XWjMBBFb9yBWtCWoC1htgS2BLYEXEJcApQQSkAlmBKsEqCElw/AIUZsyDn7t75fwGieHjNi7BfFCL4E6FuKADQlEzE4jhBtL3JASnqjliS91fKDpPKqmcFukurKggvOTDsMrtuJPEplQOqYLk1DkFRVH9GukKQrlTS8VZl0SVLtinxgK5U1UPlpRanXSrq5YRUOnSRRSdKugaIm+3o5qQ0nGAMAyfVjgMYcxB9nOP8Baz6a9brTxNYK1+QC+1IrTpA8AGN0KY30HujrS2pCAdaODwkvM7/uT2LpiuZxGfCl1ITEVJth0CBpPpFWdJI00N1bsMOtkro5S9d1JCeVaUGanTiHg8RUj+AMIG/6c6FLMH8BxsvP8ypwTOpEYv0V+4/0T7e7jMkDRYowFp+OyTGpE9EDpLikRYA0j41+k/B4Bi4GUNKAv+/Rn8/911Kzgcnasj8BiGNTxRgTU3nSOmHpXTfftyWAL9vVqrZ/bX1WKkPtvZnZ/ZOtg2RhUOFqSWUp1Ya3a+4ASaqdmZlZoJLUTdNyHmlbqQxsnvirBkmTITdvPGyWPXLV3cA80nakHjhtS3LBAQ6gKachxdc/SgFgdND380jbkXpga8B8u1yO7d70y9Nc0pnfy0g7KJWpyn1g7DX+Lwy3chlpx6Re9K13PFCF4th/iIV/buC7bM/A08DTwNPA08DTwNPA/2bgHfSSpqTTDxD5AAAAAElFTkSuQmCC"
|
L ^ { a } ( x ) \Gamma = \Delta _ { 1 , a } ( x )
|
"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"
|
[ W ] = \sigma _ { * } \left( 1 5 S + \left( { \frac { 1 5 } { 2 } } r + 1 8 \right) E \right) + ( 1 1 2 - \sum _ { i } \kappa _ { i } ^ { 2 } ) ( F - N ) + ( 4 6 - \sum _ { i } \kappa _ { i } ^ { 2 } ) N .
|
"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"
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( X , Y ) + \{ X , ( \omega _ { 0 } , Y ) \} + \{ ( X , \omega _ { 0 } ) , Y \} = ( - 1 ) ^ { \varepsilon ( X ) } ( \omega _ { 0 } , \{ X , Y \} ) .
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