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f ( \chi ) = \vert k \vert ^ { 1 / 2 } \, r = \left\{ \begin{array} { c c c } { { \sin { \chi } } } & { { \qquad \mathrm { i f } \qquad } } & { { \kappa > 0 \, , } } \\ { { \chi } } & { { \qquad \mathrm { i f } \qquad } } & { { \kappa = 0 \, , } } \\ { { \sinh { \chi } } } & { { \qquad \mathrm { i f } \qquad } } & { { \kappa < 0 \, . } } \end{array} \right.
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\left< { \cal O } \left[ j _ { \mu } ^ { M } \right] \right> _ { j _ { \mu } ^ { M } } = \prod _ { i = 1 } ^ { N } \int d ^ { 4 } y ^ { i } { \cal D } z ^ { i } \mu \left[ z ^ { i } \right] \sum _ { q _ { a } = \pm 1 } ^ { } { \cal O } \left[ j _ { \mu } ^ { M { \, } ( N ) } \right] .
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\nabla ^ { a } P _ { a 0 } = \bar { \nabla } ^ { c } P _ { c 0 } - 3 H _ { B } P _ { 0 0 } - H _ { B } \bar { P } - \dot { u } _ { a } P _ { 0 } ^ { a } - \dot { P } _ { 0 0 }
"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"
S = \int d ^ { 2 } y \left\{ \frac { 1 } { 2 } \, \partial _ { \mu } \vec { \psi } \, \partial ^ { \mu } \vec { \psi } - U ( \vec { \psi } ) \right\} .
"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"
a _ { , \alpha } = \frac { 1 } { R } \ddot { z } _ { \alpha } - \frac { a } { R } \dot { z } _ { \alpha } + ( a _ { 1 } - a ^ { 2 } + \epsilon \, \frac { a } { R } ) \lambda _ { \alpha }
"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"
\omega ^ { 2 } = 4 \psi ; \ \chi = { \frac { 1 } { 2 } } \sigma + { \frac { \psi } { A } } - { \frac { B } { 4 A } } \ln 4 \psi
"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"
[ Q _ { \alpha } , \tilde { \Lambda } _ { \beta } ] _ { + } = \Gamma _ { \alpha \beta } ^ { m } \tilde { \pi } _ { m } - \lambda \Sigma _ { \alpha \beta } ^ { m n } [ \tilde { \phi } _ { m } , \tilde { \phi } _ { n } ] .
"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"
\Delta \bar { \lambda } = \bar { \epsilon } _ { 1 } + \bar { \epsilon } _ { 2 } \zeta ^ { ( 9 ) } + \xi ^ { \mu } \partial _ { \mu } \bar { \lambda }
"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"
{ \it S } = { \frac { 1 } { 8 \pi } } \int d \sigma d \tau \, \Bigl ( ( { \frac { \partial \Phi } { \partial \sigma } } ) ^ { 2 } + ( { \frac { \partial \Phi } { \partial \tau } } ) ^ { 2 } + e ^ { \displaystyle 2 \sqrt { \gamma } \Phi } \Bigr ) .
"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"
C _ { \ell > 0 } = ( - 1 ) ^ { \ell } \left\{ e ^ { - \ell ( \bar { \mu } + \nu ) / z } - { \frac { 2 } { \pi } } \int _ { \nu } ^ { \infty } \, d x { \frac { x } { x ^ { 2 } - \nu ^ { 2 } } } e ^ { - \ell ( \bar { \mu } + x ) / z } \sin ( \epsilon \sqrt { x ^ { 2 } - \nu ^ { 2 } } ) \, + \right.
"iVBORw0KGgoAAAANSUhEUgAAAIAAAAAgCAAAAAD/SS/5AAACDUlEQVR4nO2V3ZWbMBCFr3O2AaUEtUBKmJTgLUEpYVwClGBKcEoQJaASoARUwt0Hfi1jY3I2b9wnj5gPX80M0om4UxsCIJkZwhAqzbBDuwEwlYFfRNfHhNfaC/xIDcVoZLkjSROSHT8sbACpegOXy7RQ4e4N1et6tr9jsrIBPOgjXQiY3lD9NaYd7MQiZPkjXsRisToDbQkA8k41SJKqU08yNGM3TU03dLS2N50ezOpwNd3c/glQWJOJ3N6YATSqqiKqqg3JDnZ40hhPOukD6+nvhrOXOsrkfQZyONbnN/6d5EcMANoIABHLESisTCNVmtVixrKGfqpJgUKuyOJlpWXbLVBc++J2ULIZdi1K5uhS9+qGZyQ5Ax43kiJvVSA1MI5A7uE5jkCHK5m53svMdqYh6U0fzYCHJzvkTIE1JedADNYCwB8BWpSVhLEvRdtXtJqTi7MFIFk5xCNgAeCSOSyB8jP9YJct8H2lO38GRESMZWcgtVhPkoqbSrMs2VwA0tshnACVm7ixYQNwXvmISPJUz2dQfneGxCBojQGAX5kzFkC4AJUAZwcAIbhlJZZAHIZ3AcRoVwtwasrpt1tPQfyZ6wxwPemptoDXI0KSvKGeg72X0xbwcBmtKPOL3ujzvHVtALsqGoZ5ObvvA3YZiMPla58My78Au2fqu/XODBwGDgOHgcPAYeAw8F/1BTq5eetklrxJAAAAAElFTkSuQmCC"
\pm L d \rho _ { \pm } \wedge d \sigma _ { \pm } .
"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"
\left\langle \alpha _ { 1 } , \alpha _ { 2 } , . . . , \alpha _ { 2 N } , t \right| U _ { L } \left| \alpha _ { 1 } ^ { \prime } , \alpha _ { 2 } ^ { \prime } , . . . , \alpha _ { 2 N } ^ { \prime } , t \right\rangle = R _ { \alpha _ { 1 } \alpha _ { 2 } } ^ { \alpha _ { 2 } ^ { \prime } \alpha _ { 3 } ^ { \prime } } \: R _ { \alpha _ { 3 } \alpha _ { 4 } } ^ { \alpha _ { 4 } ^ { \prime } \alpha _ { 5 } ^ { \prime } } \: . . . \: R _ { \alpha _ { 2 N - 1 } \alpha _ { 2 N } } ^ { \alpha _ { 2 N } ^ { \prime } \alpha _ { 1 } ^ { \prime } }
"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"
\delta I _ { \epsilon } = \epsilon ^ { - 2 } { \cal A } _ { 2 } + { \cal A } + { \cal O } ( \epsilon ) ,
"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"
\frac { 1 } { r _ { 0 } } = \frac { w } { R _ { 0 } } \geq 2 e ^ { \mu / 2 } \left( e ^ { \mu / 2 } + \sqrt { e ^ { \mu } - 1 } \right) \quad .
"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"
B ^ { ( 2 ) } = i d x ^ { \underline { { a } } } d \bar { \theta } \Gamma _ { \underline { { a } } } \theta ,
"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"
{ \frac { \partial { \cal L } } { \partial t _ { k } } } = { \cal L } { \cal A } _ { k } - \hat { { \cal A } } _ { k } { \cal L } , \, \, \, { \frac { \partial \bar { \cal L } } { \partial t _ { k } } } = \bar { \cal L } { \cal A } _ { k } - \hat { { \cal A } } _ { k } \bar { \cal L } \, \, \, \; .
"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"
\phi ( x = x _ { 1 } ) = \phi ( x = x _ { 2 } ) = 0
"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"
{ \cal V } = { \frac { 1 } { 6 } } C _ { I J K } X ^ { I } X ^ { J } X ^ { K } = 1 \ .
"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"
\partial _ { r } \varphi = { \frac { 1 } { 3 ( r - r _ { H } ) } } [ \eta _ { P } e ^ { 3 \varphi } { \bf P } _ { i j \, \infty } + \eta _ { Q } e ^ { - { 3 \varphi } } { \bf Q } _ { i k \, \infty } ] ^ { 2 } { \frac { 1 } { \eta _ { P } { \bf P } _ { i j \, \infty } + \eta _ { Q } { \bf Q } _ { i k \, \infty } } } .
"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"
a _ { k } ( t ) = \alpha ( t ) a _ { k } ( 0 ) + \beta ^ { * } ( t ) a _ { - k } ^ { \dagger } ( 0 )
"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"
\left[ X _ { n } ^ { - } , X _ { n } ^ { + } \right] = \left[ V _ { n } ^ { - } , V _ { n } ^ { + } \right] = 1 ,
"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"
\frac { \partial { { L } _ { D } } ^ { ( i , j ) } } { \partial u ^ { \alpha ( i , j ) } } - \Delta _ { 1 } ( \frac { \partial { { L } _ { D } } ^ { ( i - 1 , j ) } } { \partial ( \Delta _ { 1 } u ^ { \alpha ( i - 1 , j ) } ) } ) - \Delta _ { 2 } ( \frac { \partial { { L } _ { D } } ^ { ( i , j - 1 ) } } { \partial ( \Delta _ { 2 } u ^ { \alpha ( i , j - 1 ) } ) } ) = 0 ,
"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"
H _ { N } = [ S U ( n + 1 ) \times S U ( n ) \times U ( 1 ) ] / C \ .
"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"
\frac 1 \kappa ( R _ { i k } - \frac 1 2 g _ { i k } R ) = - T _ { i k }
"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"
Z \sim \sum _ { { \cal G } } w _ { 1 } ^ { N _ { 1 } } \cdots w _ { 1 2 } ^ { N _ { 1 2 } } n ^ { P } ,
"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"
S _ { \mathrm { i n t } } \left[ X \right] = -
"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"
\chi _ { \gamma } \left( 2 \right) = ( n - 2 ) ! \ \sum _ { i \in { \cal I } } \frac { D ( p _ { 1 } , \ldots , p _ { i - 1 } , p _ { i } - 2 , p _ { i + 1 } , \ldots , p _ { m } ) } { p _ { 1 } ! \cdots p _ { i - 1 } ! \ ( p _ { i } - 2 ) ! \ p _ { i + 1 } ! \ \cdots p _ { m } ! } ,
"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"
\{ a _ { i } ( t ) , a _ { j } ^ { * } ( t ) \} _ { - } = \{ a _ { i } , a _ { j } ^ { * } \} _ { - } = \delta _ { i j } .
"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"
Z ( \beta ) = \pi ^ { \zeta / 2 } \, \beta ^ { - \zeta / 2 } \, d e t ( \widetilde { T } ) ^ { - 1 / 2 } \, \prod _ { k = 1 } ^ { N } d e t ( \widetilde { T } _ { k } ^ { * } \widetilde { T } _ { k } ) ^ { \frac { 1 } { 2 } ( - 1 ) ^ { k - 1 } }
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- ( \vec { \Theta } _ { \alpha } \cdot \vec { e } \, ) ( \gamma ^ { t } \gamma ^ { u } ) _ { \alpha \beta } E _ { u } E _ { s } M _ { s t } ^ { \parallel } \psi _ { 0 } = - \frac { \i } { 2 } [ \vec { \Theta } _ { \beta } \cdot \vec { e } \, , M _ { u t } ^ { \parallel } M _ { u t } ^ { \parallel } ] \psi _ { 0 } - \i \frac { d ^ { 2 } - d } { 8 } ( \vec { \Theta } _ { \beta } \cdot \vec { e } \, ) \psi _ { 0 } \; .
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\epsilon _ { L } = - s i n \phi ~ \Gamma ^ { 0 1 } \epsilon _ { R } + c o s \phi ~ \Gamma ^ { 0 1 2 3 } \epsilon _ { R } , \,
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R _ { m i n } = \frac { \left( \sum _ { i } N _ { i } ^ { \frac { 3 } { 2 } } \right) ^ { \frac { 1 } { 3 } } } { 2 \pi ^ { \frac { 1 } { 3 } } \lambda ^ { \frac { 1 } { 6 } } v } ~ ,
"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"
\left( z ^ { 2 } { \frac { d ^ { 2 } } { d z ^ { 2 } } } + z { \frac { d } { d z } } - { \frac { 1 } { 4 } } \{ h - \theta ( z + { \frac { 1 } { z } } ) \} \right) \psi _ { n } = 0 ,
"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"
S _ { C } = \frac { 2 \pi } { D - 1 } E _ { C } R = S \frac { R } { r _ { + } } \, ,
"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"
\mathrm { T r } \, \textstyle \frac { 1 } { 2 }
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{ \frac { Z _ { N + 1 } } { Z _ { N } } } \ = \langle \exp \left[ - N \left( g T _ { 4 } + 2 \psi - T _ { 2 } U + g { \frac { \alpha _ { s } ^ { 4 } } { 4 } } + g { \frac { \alpha _ { s } ^ { 2 } } { 2 } } + A - g { \frac { \sigma _ { s } ^ { 2 } } { 2 } } \right) \right] \rangle
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u \; e ^ { - i p x } ~ , ~ u \; j e ^ { - i p x } ~ , ~ v \; e ^ { - i p x } ~ , ~ v \; j e ^ { - i p x } ~ .
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{ \cal M } = \bar { \cal Q } { \cal Q } = \left( \begin{array} { c c } { { \bar { Q } Q } } & { { \bar { Q } X Q } } \\ { { \bar { Q } X Q } } & { { \bar { Q } X ^ { 2 } Q } } \end{array} \right) .
"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"
\begin{array} { r l } { { < r _ { f } , \theta _ { f } , z _ { f } | } } & { { S _ { \mathrm { p h y s } } ( t _ { f } , t _ { i } ) | r _ { i } , \theta _ { i } , z _ { i } > = \frac { \omega } { 2 i \pi \hbar \sin \omega \Delta t } e ^ { \frac { i \omega \cos \omega \Delta t } { 2 \hbar \sin \omega \Delta t } ( r _ { f } ^ { 2 } + r _ { i } ^ { 2 } ) } \times } } \\ { { } } & { { } } \\ { { \times } } & { { \sum _ { \ell = - \infty } ^ { + \infty } \, e ^ { - i \frac { \pi } { 2 } | \ell | } e ^ { i \ell ( \varphi _ { f } - \varphi _ { i } ) } e ^ { - \frac { i } { 2 } \hbar \Delta t g ^ { 2 } \ell ^ { 2 } } J _ { | \ell | } \left( \frac { \omega r _ { f } r _ { i } } { \hbar \sin \omega \Delta t } \right) \ \ \ , } } \end{array}
"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"
\bar { \theta } \Gamma ^ { i j } \partial _ { \alpha } \theta \; \; \; \; \; \mathrm { o r } \; \; \; \; \; \bar { \theta } \Gamma ^ { + \mu } \partial _ { \alpha } \theta
"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"
H = \frac { m } { 2 } \sum _ { a = 1 } ^ { N } \, \vec { v } _ { a } ^ { 2 } = \frac { 1 } { 2 m } \sum _ { a = 1 } ^ { N } \, [ \vec { p } _ { a } - e \vec { A } ( \vec { x } _ { a } ) ] ^ { 2 }
"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"
d s ^ { 2 } = ( d X ^ { 0 } ) ^ { 2 } - R ( X ^ { 0 } ) ^ { 2 } \sum _ { i = 1 } ^ { D - 1 } ( d X ^ { i } ) ^ { 2 }
"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"
\tilde { \zeta } ( s ) = \frac { V _ { q } } { ( 4 \pi ) ^ { q / 2 } } \frac { \Gamma ( s - q / 2 ) } { \Gamma ( s ) } \sum _ { \bf p } ( \sigma _ { \bf p } ^ { d } + m ^ { 2 } - \mu ^ { 2 } ) ^ { - s } \; .
"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"
\hat { L } ( \infty ) = 0 \, , \quad \quad \hat { M } ( \infty ) = \ln 2 \, .
"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"
\bar { \phi } = \phi - \frac { 1 } { 2 } \mathrm { l o g } ~ ( \mathrm { d e t } ~ g _ { i j } ) \; ,
"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"
y _ { \ast } ^ { 2 } = { \frac { ( 4 \pi ) ^ { 2 } \alpha } { 2 a \alpha _ { C } } } , ~ ~ { \frac { \lambda _ { \ast } } { y _ { \ast } ^ { 4 } } } = { \frac { 2 a } { ( 4 \pi ) ^ { 2 } } } ~ { \frac { \alpha _ { C } } { \alpha } } , ~ ~ \xi _ { \ast } = { \frac { 1 } { 6 } } .
"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"
\langle W \rangle = Z ^ { - 1 } \int ( D \psi D \bar { \psi } ) \exp ( - S _ { W } )
"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"
D _ { R } = D _ { 1 1 } - D _ { 1 2 } \, \qquad D _ { A } = D _ { 1 1 } - D _ { 2 1 } \, .
"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"
q _ { 3 } ^ { \mathrm { p o l e } } = - i \left( - \frac { 1 } { 2 } \delta + \frac { \left| { \bf q } \right| ^ { 2 } } { 2 m } + \Sigma _ { - } ( q _ { 3 } ^ { \mathrm { p o l e } } , \left| { \bf q } \right| ) \right) ,
"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"
D _ { 2 } ( t ) = { \frac { 1 } { 1 6 } } t ^ { 2 } - { \frac { 3 } { 8 } } t ^ { 4 } + { \frac { 5 } { 1 6 } } t ^ { 6 } ,
"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"
V _ { c } ^ { \prime } ( x , \theta , \bar { \theta } ) = \frac { g _ { c } } { g _ { c } ^ { \prime } } V _ { c } ( e ^ { - t } x , e ^ { - t / 2 } \theta , e ^ { - t / 2 } \bar { \theta } )
"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"
\{ \{ \xi ^ { a } , q ^ { k } \} , q ^ { l } \} = 0 , \; \; \; \{ q ^ { k } , q ^ { l } \} = 0 , \; \; \; ( k , l = 1 , \ldots , n ) ,
"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"
{ \cal P } _ { n + 1 , m + 1 } \ = \ \left\langle \begin{array} { c } { { x ^ { 0 } , x ^ { 1 } , \dots , x ^ { m } } } \\ { { x ^ { 0 } , x ^ { 1 } , \dots , x ^ { n } } } \end{array} \right\rangle
"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"
\left( \begin{array} { c c } { { u _ { 0 } m } } & { { u _ { 0 } b } } \\ { { u _ { 0 } b ^ { \dag } } } & { { u _ { 0 } n } } \end{array} \right)
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( w ^ { 2 } + 1 ) \left[ \left( \frac { \Gamma - 1 } { r } + \cosh ( 2 m l ) \right) \sinh ( 2 m l ) + r \right] = 2 w \left[ r \cosh ( 2 m l ) + \sinh ( 2 m l ) \right] \; ,
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K ( \varphi ) = 3 \left( \frac { B ^ { \prime } ( \varphi ) } { B ( \varphi ) } \right) ^ { 2 } - 2
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L = \frac 1 2 \dot { q } ^ { 2 } + \lambda ( q _ { i } q _ { i } - R ^ { 2 } ) .
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\Delta = P ^ { 2 } \, , \qquad P = \gamma ^ { a } \nabla _ { a } \, .
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{ \delta ^ { ( 0 ) } V _ { - } ^ { \alpha } = i V _ { + } ^ { \alpha } \bar { \epsilon } \lambda ^ { * } - i \Sigma V _ { - } ^ { \alpha } . }
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{ \sigma } _ { 2 } ( | z | \to \infty ) \approx \frac { 2 { \hbar } c e ^ { - \frac { \pi } { 2 } { \beta } } } { | { \Gamma } ( 1 + i { \beta } ) | } z ^ { - 1 / 4 } \cos \left( \frac { z } { 2 { \hbar } c } + \beta \mathrm { l n } \frac { z } { { \hbar } c } + \delta \right) .
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\left( \ref { k o t e n c p n k o s o k u } \right) = \int _ { - \infty } ^ { \infty } d \lambda e ^ { - i \lambda } \prod _ { \alpha = 1 } ^ { N + 1 } { \frac { 1 } { \rho \theta _ { \alpha } - i \lambda } } \ .
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A _ { { \alpha } [ p ] } \equiv A _ { { \alpha } _ { 1 } . . . . { \alpha } _ { p } } \ .
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S _ { m m ^ { \prime } , n n ^ { \prime } } ^ { S R } = \frac { 1 } { u } ( - 1 ) ^ { G + G ^ { \prime } + ( u - 1 ) ( m + n ) } e ^ { - i \pi ( u + 1 ) m n / u } e ^ { - i \pi ( u - 1 ) ( m - 2 m ^ { \prime } + u ) ( n - 2 n ^ { \prime } + u ) / u } ,
"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"
\widetilde { A } = \left( \begin{array} { c c } { { A } } & { { 0 } } \\ { { 0 } } & { { 0 } } \end{array} \right) .
"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"
e _ { \alpha } ^ { i } ( \xi _ { 1 } , \xi _ { 2 } ) \Psi ^ { \alpha j } + ( - 1 ) ^ { \epsilon ( i ) \epsilon ( j ) } e _ { \alpha } ^ { j } ( \xi _ { 1 } , \xi _ { 2 } ) \Psi ^ { \alpha i } = 0 \, .
"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"
R ( u _ { 1 } , u _ { 2 } , u _ { 3 } ) _ { i _ { 1 } i _ { 2 } i _ { 3 } } ^ { j _ { 1 } j _ { 2 } j _ { 3 } } \stackrel { \tau } { = } R ( u _ { 3 } , u _ { 2 } , u _ { 1 } ) _ { i _ { 3 } i _ { 2 } i _ { 1 } } ^ { j _ { 3 } j _ { 2 } j _ { 1 } } ,
"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"
\int d ^ { 2 } \sigma i \epsilon f ^ { ( 3 ) } { } ^ { a } { } _ { \mu \nu } \psi ^ { \mu } \psi ^ { \nu }
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H \equiv v = \frac { m _ { 2 } } { \tau } \sqrt { ( p _ { 1 } ) ^ { 2 } + ( p _ { 2 } ) ^ { 2 } } .
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\delta \psi _ { \mu } = \hat { \nabla } _ { \mu } \epsilon = \nabla ( \omega ) \epsilon + { \frac { 1 } { 4 \sqrt 3 } } \Bigl ( \Gamma ^ { \rho \sigma } \Gamma _ { \mu } + 2 \Gamma ^ { \rho } \delta _ { \mu } { } ^ { \sigma } \Bigr ) \tilde { F } _ { \rho \sigma } \epsilon .
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j ( j + 1 ) = l ( l + 1 ) + 4 , \qquad l = 1 , 2 , \ldots .
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\partial _ { \mu } A ^ { \mu } ( x ) = - \frac { \alpha \hbar } { 1 6 \pi ^ { 2 } } \epsilon _ { \mu \nu \sigma \lambda } F ^ { \mu \nu } ( x ) F ^ { \sigma \lambda } ( x ) ,
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\beta \gamma = \gamma \beta , \quad \beta \delta = q \delta \beta , \quad \gamma \delta = q \delta \gamma
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J _ { + } ^ { \prime } = \sum _ { i j n r } i ( n + r + 1 - i ) a ( i - 1 , j , n , r ) ^ { * } a ( i , j , n , r ) / N o r m ( i , j , n , r )
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\partial _ { y } ^ { 2 } \phi = m ^ { 2 } \sum _ { i = 0 } ^ { r } n _ { i } e _ { i } \exp ( e _ { i } \cdot \phi ) ; \qquad n _ { 0 } = 1
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\dot { p } _ { n , 0 } = - \frac { \partial \overline { { { H } } } _ { 0 } } { \partial q _ { n , 0 } } \ , \ \, d o t { p } _ { n , i _ { n } } = - \frac { \partial \overline { { { H } } } _ { 0 } } { \partial q _ { n , i _ { n } } } - p _ { n , i _ { n } - 1 } \ .
"iVBORw0KGgoAAAANSUhEUgAAAOAAAABACAAAAAAmWiTTAAAFPUlEQVR4nO1b0XWrOhAc56QBpQS1oJQgl8AtQS5BlIBLMCWYElAJqARUAiph34cxloAEkeB38D13PhwkYGCkZdGsnQPh5eBLL2XqwYfXE2iPDE40iUe/PfVenoJKtm1hz4lHv4RAX0VNDWhuEs99AYHV50ekphAAuEg8+wUEZhITNcakZpkXEAhMBPpc/00C/VigP4oi9eRXEGjHs5Xjknzy3gWWn59HKwDAHHMP+FOOk63TCd6fdWebwP9RhTcQAPwJBoU/Wn2qLhYwiqdx0J4hLkR0QUtEl7bjnLKivc9enUaxa4GaExEp3jcV6oKIupao65pEjl0LZJqIOpb1zQv0eo49JxnjJYDS3x82icTHLsSeBVoIwDnc3xIebj3JfBZd5bh+gDR+DwZUfBBYSvuDa83FbcM4h/j5s7OERP4MRLrJJF2JiEg3Q7pZgdkQXee41iORnyP/zIRzOYC8yiG4y6t87cUGqd112NQNEXG5ODptlzqOAXk6/xWqI2KiJSIJRdSy9Xn0LvAqoOI9coGr1pK1j6aKXryNCrVPyRP4Y7TN43MVhhnUuEQ76sWlQsvZo6FGt6uj+RmTJ/Fvg0BgNDqdWB7g4Q1MpCcpgxdBY0SeyL8JBoEqyqedmMbUGO3jgWhwHe+9RvE7TtYp/NtguLKIYkolvCSCIJMz+ZsHEsQ4oUz55XJO+xHegNB0lX+OuUGa4zIQgDudAWuyvmvwbEBWesTkD6xydL/DG+CPrNAcAvA5u2hjcKq0NSZfWBg5wXA+lQYw/WLDn9z5DH8sAYCjRET+cTgcDofDR5nIvxFC06VqIqrre7F7iMD4+CHuFOmGkBHJPoc8PBsR1cgoJL+oum1YF/BFafRZIfqO3CsAlnOgzAAIoPMcHm6Iq/l4slmeiZvd7qtCCpClERocgIBDSO4KhlIwYMr/TLyjVAB8JQEgl1IwgDGABaWs2XWxgdUCDhII6rICpi94MViE5JwB5sY54j8CgL39GcbSpJSuuVoWGJqu+s/5DJVYsbIQArBMAGBDb+jZeOToFOCr2VgQAOBGtUGTshSWCQJD0yU7b8tSTM4KB3OYTcc1ACMBcD/sDj0bHzu6aj4WCgCwiEudRXLl83u8B6bLMs4kr9jkoGOwPWQckwGwTgHgxt3n7eHZPNjY0bkfOPLf4s0ByKWVqFA5AGDTUQ6z0r3POYHbC8KDD9OWK37ftH13Tw4A9v8Q6MrIUb0FpstZwOf1dAbncEufFu7kIGCBsWezkJGjAwDrUX1FuBVOp3gYA9NVcGRFqsVTjIhIMkVEHVNEY8+WsdjREVEGoSe2osfsezDdcD4AFjfXM/TXJiKi5nYHGkQjz9bNeNOu0Cvu+DvDGfvNENeRM9uoLsqKcc/UQK3Gd4ZTf7XwkVnc3kjglbdxR8vWm+8JvjOcfDKkRERUs9HUblXZvoxGVH71rK3At4Yz8psPNOPQ3ax0f4mWzu0G+hYMJ0+zzHv+bkKjI2pVQdT0c1lL3RF1St/3LmPPpfuJ4Zzxm4vYt0DksgYDzG05X9UNr3DKWonbSjcFz4yxXwKFbqhGQSSD2ljdp88u7cuFHc+ggc0mhlPA6NsWS5vBHQucNZyx30zAjgWGhnPojP1mAnYssDecAgD3d1mx30zAfgXOGs6R30zAfgVODefUb6bgORl+A0wN59RvJmC/AqeGc9FvzuFVfrP9oXXckZvEX20/YeyfgbHhTPabrzKDKOOi8TFbrvkCeKV/Kyh5kDWdSdT3QgJ/iP2+BzfCP4Gvjn8CXx1/vcD/AOh6kC1fJC5zAAAAAElFTkSuQmCC"
d s ^ { 2 } = h ( x ) d \tau ^ { 2 } + { \frac { d x ^ { 2 } } { h ( x ) } } ~ ~ ,
"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"
\frac { 1 } { 2 } [ \{ a ^ { - } , a ^ { + } \} , a ^ { \pm } ] = \pm a ^ { \pm } ,
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- c \sqrt { \gamma ^ { n - 1 } } = \frac { 2 } { ( n + 2 ) } \frac { 1 } { M _ { D } ^ { n + 2 } } \bigg ( ( n - 2 ) \mu _ { 0 } - \mu _ { \rho } - ( n - 1 ) \mu _ { \theta } \bigg ) ~ ,
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g _ { \pm } ( k , x ) = e ^ { \mp i k x } f _ { \pm } ( k , x ) \, ,
"iVBORw0KGgoAAAANSUhEUgAAAWAAAAAgCAAAAAAJJf1IAAAET0lEQVR4nO2Z4XGDOBCFXzJpQFeCUgIpAZeASyAl4BKgBCgBSjAloBKgBFPCux9gI7CEpDi+yc34/UnysrufvICQ5DdikYrwVzRIT9cc+Pucn7Lepx/q+zRAteH5z5H6+jx5uebA3+f8nDU3+DvC4euQAEBzqvzTq+NvXRS9UnHKLziMVnfPCmF5cx5ggSTJkmRHksx75tGFvpK9d6h/pY4kL73d3bFCWN6cB1jYlpE9GZW+6b0MBYZV+r36+1WfwyHJDwCjut7OIooS50Suh7dRNU4ZVzcOeHr2K61c3QSGRkgpATRjOts3K4h1zXdx1r6LpesDAHAaagBjhTNyoB2T/aQlXIl0PJ5ndywB9Z2lu7lelUyuNkZ1OuMzlwCSryEHAM0KYl3zXZx1upuliSQpU5LkJSXJLnZNNEu47JdZZnJLhExTe5U2rjZGeSbF9J4oxfzfxQpizflOzirdzVr0DgDDMC2AhQCgmloOu9dkCR8g0ci1i/3kgEorVxujGmIoKQAAyVgBWFlBrCnfzdF8D5amdwBoEQNqACSgmlwotZujhUugzTUXUCJgNb5TaevqY4yBJp4GKZJpfaVZQaw538nRfTdLF0mmkuT0BPQCALrdu14Lz+q81F2WYj/Xu9LW1UymdZ6l2fR7icvWCmHN+W6O5rtZmt4I4HOMMIrzffePy7pa1LdfzeGfSAAgMz87QZVMrnWM/+R+b1VbgU2+LczKd4lkj5I8+14SS3iPkuz9V9COSlvXOsZORg+w7vJtYYE9WvSO6+yZAH7bXnN4ixiQ8Tdw220799E7lbaubYzqVKq7t+rxcNPRUWCbb+ME9mjRBwAlpwl9VDGAItPw2oN9O2lbhd+i1bLyLpKk+DoLpIX8caXZbZRMxF3ozYX6PgvZaCMGANS4l4W1zbdwzIPy0QeAdt59TdhhXJIbLfLWllX4LXpyFQBVJciaJsWApcHBlYAiwylN2kO3DV1cdawFkmrbYJOMrPt8M8cyKC/N0wvJMvWfzO7CZxcxmWecjjPKpMz3dh27lVimZFTzgm4benM7cSbZORY9dtZ9vpljGRRJnuV5H/wxVArqBIzt0AFoVbx76r4Ov0YPlUI7ZkDWoEjkvNvWd78hlRa3A6o42phXFzjkMYAorkrHXWRm3eXbOMZBTRoH1wHm5kKXtd99bIvuyp7X3ba++w2vNJXLTEenV3d+PC6Om8jKcuWb6TbbrE0DOiYBCy1bdJdd2LOXZO15DGjndsI0y5jdR1nenAD89g67CN9Me3SXkV3NPibT+pFKl5xkvF18mt0AeX5GCycQ/76ZMap0DPnGyBQ9HIq3ty8JGTVF5Dj43K+kCgDDdkVkdgPk+RktnED8G9d/FyNy39zQ6PBKhRTtePcGM7uPsnzpgfhtg/+YhsH0zYHZ/a/oYfg/3uD/v7Zz8Eu/rFeDn6xXg5+sV4OfrFeDn6xXg5+sV4OfrH8BNXK9bnrB4owAAAAASUVORK5CYII="
\tilde { E } _ { i } ^ { 2 } = E _ { i } ^ { b } R _ { 2 b } = E _ { i } ^ { b } \hat { E } _ { 3 } ^ { b } \hat { E } _ { 3 } ^ { a } \hat { \lambda } ^ { a } - E _ { i } ^ { b } \hat { \lambda } ^ { b } \hat { E } _ { 3 } ^ { a } \hat { E } _ { 3 } ^ { a } \, .
"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"
\gamma ^ { 1 2 3 4 } \epsilon = \gamma ^ { 5 6 7 8 } \epsilon = \gamma ^ { 1 2 5 6 } \epsilon = \gamma ^ { 1 3 5 7 } \epsilon = - \epsilon .
"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"
( ( 1 2 ) ( 3 ) \; ( 1 ^ { \prime } ) ( 2 ^ { \prime } ) ( 3 ^ { \prime } ) ) , \; ( ( 1 ) ( 2 3 ) \; ( 1 ^ { \prime } ) ( 2 ^ { \prime } ) ( 3 ^ { \prime } ) ) , \; ( ( 1 3 ) ( 2 ) \; ( 1 ^ { \prime } ) ( 2 ^ { \prime } ) ( 3 ^ { \prime } ) ) , \;
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( G ^ { I J } ) _ { ~ L } ^ { K } = \delta _ { L } ^ { [ I } \eta ^ { J ] K }
"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"
\delta _ { \mathrm { S } } ( k ) = \delta _ { \mathrm { A } } ( k ) - \tan ^ { - 1 } ( \frac { 2 \: \mathrm { I m } \: \beta ^ { \prime } ( k , 0 ) } { k + 2 \: \mathrm { R e } \: \beta ^ { \prime } ( k , 0 ) } ) .
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\xi ( p , p ^ { \prime } ) = \exp \left( { \frac { i } { 2 } } \, \sum _ { \mu , \nu = 0 } ^ { 3 } p _ { \mu } { \cal Q } _ { \mu , \nu } p _ { \nu } ^ { \prime } \right)
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\delta n _ { a / b } ^ { H } ( p ) \simeq \frac { t _ { f } - t _ { i } } { 2 } \, \Gamma _ { p } ^ { ( n e t ) } ( \pm p , \, p ) \, .
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r = \left\{ \begin{array} { c c } { { - ( q ^ { 2 } ) ^ { \alpha } } } & { { ( - 1 < r < 0 ) } } \\ { { ( q ^ { 2 } ) ^ { \alpha } } } & { { ( 0 < r < 1 ) } } \end{array} \right. , \qquad q = - e ^ { - \pi K ^ { \prime } / K } .
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\frac { 1 } { 2 } \sum _ { s , t = - L } ^ { L } ( G _ { 1 } ^ { + } ) _ { s t } ( G _ { 2 } ^ { + } ) _ { t s } + \frac { 1 } { 2 } \sum _ { s , t = - L } ^ { L } ( G _ { 1 } ^ { - } ) _ { s t } ( G _ { 2 } ^ { - } ) _ { t s }
"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"
\eta = - { \frac { 1 } { 2 8 8 } } { \frac { \lambda ^ { 3 } } { ( 4 \pi ) ^ { 6 } } } + { \cal O } ( \lambda ^ { 4 } ) + \eta ^ { \prime } \lambda ^ { 1 / 3 } \left( 1 + { \cal O } ( \lambda ) \right) .
"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"
\Delta _ { 3 } ^ { a b , c d } = - 2 1 6 N \left( \delta _ { a c } \delta _ { b d } + \delta _ { a d } \delta _ { b c } \right) \ .
"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"
\frac { 1 } { n } \sum _ { \beta } W ^ { 0 \beta } ( I _ { \beta } ) _ { i i } = P _ { i } = \frac { | V _ { i } \rangle \langle V _ { i } | } { \langle V _ { i } | V _ { i } \rangle } ,
"iVBORw0KGgoAAAANSUhEUgAAAoAAAAAgCAAAAACnJZY4AAAHvklEQVR4nO1b23XjKhTdMysNcEsgJZAS5BKUEuQSpBKkEkQJVgmmBFOCKSGUwP1AL16WbDPJylreP+OAzj7swxEvMX8MQnBSRkrRDJS16wLJAPBBkzMwULbN4MG1+QWQifYGcn9O2fdEPp+XP5EE5KgAQPGpgJYEABo46QdxsMaiOwPoCuYzpMFt/domG/iG78cxCQ48hnL/ibId+J7IZ/TyNyxS0lqTgnSyKIqCDe9DzLaBXP1Vc+0zpKECm3xQ+SlHuIIXhxG5+5QNf/j2Q/fgeyKf1YsJUF6nXy1a+6PCxRhT185zLcHZGGPMubD/zNULQxzXmrKCXB2bXFi4E/VfD1PPgj1E5UaUha5bcnm4NVE8FfndocnZv+EIKAidfkoU9keLJnhO+69BIVTAEIX80Ne+vtC1TS6suOPg0UFsDwLBI+JyI8pC1/VX3on6ucjvDU3W/g0TcChWnsb4kAhR0wLCKSl5wBCDOrAerKCOTSY43JkRCrZIyM2sbBe+J/JZvbz5BZrPOw2pV1sd5XVq5DUoPluPIQquVyPJaJMLDndepN77lNwcygZ3TCo3xsvviXxeL28AIAY7vpETIBiZ6gRuCOY9is5dYjIlGVYMugPQNlDUaYQCCWzuhWwE6harQTrCvRdcUKAmSdLxqVAwgLTcbWUNxIkCkquy6jRkUcsBSp8WCdRVs3oDdKcoKi8Vskf+G7y8AWi6kklRUjAAclE5LwEB6XdsVxIEG85COgxdTfBxqIv/tNPAYtCBjXXi5XM6l+SB1aqjFTD0bguGuzd3+sBOAB+qJCmAhGDghtxiI/RNRd95C/BeHFTJIA5Et8A7r+dHkgT6wE5QH25gH4/8D3p5Axp+YcBBnQA4U+0yECjtxULL2nkhp+fWDJwRALqAdxhUyWagmlVrG/vLnXBiw9Do/fPMAHmsILxnPO49+NT9BimQFIxbcm+vvzWoUgRQBBKMAYA42YptHHUPBMe8D0f+B728QXRnBoB1tmCRv1oCDv7BY9MCoNE1+cJQApA1cHLrpeqVYpGT9DJ1uq7dzCx4zwCwQhT+WJXknkkmrmlw56IHwMWpS5ICtwRvyU25VqU9z9UlJC0BKNQAtAoNJ8wTkhhaABC1U/1w5BOhyewljjdwmtjUrJaAA1w+IY/b1BUAgYBcNqd712md2w+6tO9g3VFvTLrFPZIoIkYSWzxANQA7IUkK7BKckJt0zYChIgADRAUAkjB4oQ6Ejz84yrW3jrrdc2/kE6FxvCgOVE5k8vTvGwab4OFUvSwBhaxdP/xMAOAg/L2xj0gDj3fnHxIbKaK593Le4h5JmsJtkZxW0DRFCuwWnEjAhGuh7N9S2wm4sO1hgWGAgdLZm+Skq8Px5p7IJ9q39qIOZ6o/Wz9Jnu/fv9KOc1qMGiJLQH1kbp/wcvIRm+DXXSQKAGr91I1TzOMfB9vnVMTbGm2dkMagfROfFLgt+LbcWxhIiQFzFysGQPNyD8GUsUqB9XOaPhz5bS9dSUHKJr+Xv8zGu6PjKo9Mo77UY3LrAzk7fRJJ1rGCrRm6AdrelyEA5JhPQsdsAAC9+5FmeychvdfP596DiWL+1OOT4oZgICUXjrI4hsr2nWQEUxoOKLHjhJgC0JJ5ih+O/LaXgQGgQmX38helACD4NHCWUzpPS0D+UXj5d5i6iHgf523fjQyiGdARTEc4h6NtIZNNxOYxjKvXdw7gQ3rcc+ltlBIA9HGexHzSmOA1d1wutpVJXdhbI+PcSxgARZle8rw5OJivhJQa0B0Kb+GUOfIrL1pbUSq7lzf0x44JfZ1yjNlt9gECgwCgi7Pz3quj1I1qATRSoBOr1eFQkBUDJWVHz8dB2VMiOg7UZdnxalnNjjaPwb5sSjFASeJyL6W3UanPSku084M+aUSwwx2Xu0MZY0IyMi8BVQkA5TDuPcfGuRbTj/7Aiay18Ho3c+RXXtbvcWYvxpjLeX0Nom5TFxfqxNWG8TaMqXqX4Xw15us835yYrHsGsGm6rbx59x6cLGNPjDE99bjXpWvUwYWWr/P6SkqENIBbmZAbKgtcj3G37i9fY2viPn3TizHmMjrDFNrnIh+GZvZywdkYc7a3gbL2b3gd64ulnt1IwNkwznBdEvtak/GiV9rZDtQnY4wxVWmMqSqP2y1d0G5cgIqSenAr4xoipVuuH8acgM9F/lb71gmYtX/D2zCkiB4vb6ObtspxhmHZVND2i2nX5hHYtZP9cCHYeIw6cbulC+qNRXGU1H/GqYzLjSjbcv08nov8rfZRq7V43ouHyI3o9rHLsmo5QY0xrL4mqw6jFIW9B+YRaMuoFAW4KgaH2y19ktSDXxmT+5Syx/HPIl8qTAfmeb0E17EA9F3iAFTHroloabeKa6MYw/IuUNagLXybuzEe4wrCoQgTqlpzu6VPknoIKkO5zym7D43GgOkU7V9Fvj12TMnpo1tOL7F5ObEQ7osisgo82dKTc59731L69Pj1+AVVac7GmOue0idJk5WB3CzKHsI/i/xlvVfL5yX2v+J+F96r2DojXvokaR7uF9aIrAF/F5SKnXTGS58kzcP9goNfn4Ak+ECeLn2SNA/3Cw5+/xT8wq/Grx8BX/jdeCXgCz+KVwK+8KN4JeALP4pXAr7wo/gfsDqSP7atzPMAAAAASUVORK5CYII="
\sigma ( D [ A ] ) ( x , \xi ) = - \gamma _ { \mu } \xi _ { \mu } + e \gamma _ { \mu } A _ { \mu } ( x ) + i m \equiv a _ { 1 } ( x , \xi ) + a _ { 0 } ( x , \xi )
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\mathsf { B } ( p ) = \exp \left( - \sum _ { \alpha \in \{ \pm 1 \} } \theta _ { \alpha } ( p ) \mathsf { E } _ { \alpha } \otimes \mathsf { E } _ { - \alpha } \right)
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\sum _ { o } U _ { - e , o } U _ { - o , e ^ { \prime } } ^ { - 1 } = \delta _ { e , e ^ { \prime } } \, , \quad \sum _ { e \neq 0 } U _ { - o , e } ^ { - 1 } U _ { - e , o ^ { \prime } } = \delta _ { o , o ^ { \prime } } \, ,
"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"
( 5 7 ) \nabla _ { a } \hat { \theta } _ { b } ( z ) - \nabla _ { b } \hat { \theta } _ { a } ( z ) + [ \hat { \theta } _ { a } ( z ) , \hat { \theta } _ { b } ( z ) ] = f _ { a b } ^ { c } \hat { \theta } _ { c } ( z ) .
"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"
S _ { 0 } = \alpha \int d t d \theta d \bar { \theta } \{ ( D x + 1 / 2 x \psi ) ( \bar { D } x - 1 / 2 x \bar { \psi } ) \} ,
"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"
H _ { \mathrm { L C } } | \Psi \rangle = M ^ { 2 } | \Psi \rangle ,
"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"
h _ { z z } = h _ { \mu z } = 0 , \quad h _ { \mu } { } ^ { \nu } { } _ { , \nu } = 0 , \quad h ^ { \mu } { } _ { \mu } = 0 .
"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"
\psi = \eta _ { 1 / 2 } | x | ^ { 1 / 2 } + \left[ \eta _ { 1 } x + \eta _ { 2 } x ^ { 2 } + \cdots \right] + \eta _ { \gamma _ { 1 } } | x | ^ { \gamma _ { 1 } } + \eta _ { \gamma _ { 2 } } | x | ^ { \gamma _ { 2 } } + \cdots
"iVBORw0KGgoAAAANSUhEUgAAAIAAAAAgCAAAAAD/SS/5AAAC3ElEQVR4nO1W0bWjIBC9ydkG2BLYEmgBSyAlaAlYAq8ELMGUgCVICVIClnD3A415yZqX7NnN17s/DuMwXIfL4IHYENViJIl34biZ82lezdSmtzHgBTpvdlZ8E7YKdEpgbpq5OSVA6PObCrARGDQQbffh0xmAHN5OYAagk7SQMwD5SAQpvrjK3DbtfO2Il9ERQFdVVVNyRiOQFADxKf4z2ubF9VHB4tf1ps6nbrF+AO3Qy/lnDQBIAh0MgHn/IDYIrxKIVjqIK4fWVXLFJOFIejpHUhprMsky+iN6+brUrcy3rixGkiRIWJLkpMlJrO/VtJdMeZKjqel1/SyBXug7X12vBIwoX+sd/bquHdc4fSlbGU+YSPoA53qE59a3Oit763RiJUCLUvbgp1AI9Lvfz74QGeE4PknAi8wetykDxpUAe9zx24XFkpQM+LSz2duN0HXhhCdH9DeJFvpHADD25b6XFBDltbDnStjm0iA2KhhmCZRD1TYA0gEAsFx8xyEBgATaAecWQ9UBp6s2WB1WLAeoPAYFpO0zAXwYI8Ru+xqgABgLQJRTvIbWlszCkZhYW069JMXIXSx1RyCVI8lQ29H2pAx0iqS+nZxFzyJCpzMZjF8SlQJZpbTyZJCk6skgOT28CoUnOepcSLA3mUqTGVR1Jgl/O6OXuhyCIElSle2xphBYo2zNEZkkaB6K2670Arj0EzGRvWaWgRzv5L7BGZK5lDDLosrLZZQEOi1mAJ3Sd1t4BYdFsVEDiELhXEsgKgg5AJ3fb+JJARiKdFttigjXl3GoTGwSgGgfrQ+Ej3KzpUXHqcMMRIk5asDX+zOjmhfe6QS/OJfqjJrkXcPegQ8kOU4ks1I2CJ0JY/VX3UQaR2pHMlx2eSXg75v1c8gkw6qvr2InMt9o5MdSCK12yvYVBAB99UP9MFagG+xnjRy4E/wiEp77k4/iJu5fEfhrHL8O+SbwTeCbwP/Fb+TqWat1aLBNAAAAAElFTkSuQmCC"
S _ { \mu \nu } ^ { ( p ) } = ( \eta _ { \alpha \beta } , - \delta _ { i j } )