DIFFERENTIAL EQUATION FOR A FOUR-POINT CORRELATOR

N. I. Vishnevskaya

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DIFFERENTIAL EQUATION FOR A FOUR-POINT CORRELATOR

机译：四点相关器的微分方程

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摘要

We consider an integral connected with a four-point correlator containing a fourth order operator and derive an ordinary linear differential equation satisfied by this integral. Bibliography: 6 titles.

机译：我们考虑与包含四阶算子的四点相关器相连的积分，并推导该积分满足的普通线性微分方程。参考书目：6种。

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《Journal of Mathematical Sciences 》 |2015年第1期| 74-80| 共7页
作者
N. I. Vishnevskaya;
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Moscow State Region Institute of Social Studies and Humanities 30, Zelenaya St., Kolomna 140410, Russia;

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专利

1. Differential Equation for the Four-Point Correlator [J] . N. I. Vishnevskaya Mathematical notes . 2014 ,第3a4期

机译：四点相关器的微分方程
2. Multi-particle amplitudes from the four-point correlator in planar $N$ $$ mathcal{N} $$ = 4 SYM [J] . Paul Heslop, Vuong-Viet Tran The journal of high energy physics . 2018 ,第7期

机译：来自平面的四点相关器的多粒子幅度 $n$$ mathcal {n} $$ = 4 SYM$
3. A note on four-point correlators of half-BPS operators in $N = 4$ $$ mathcal{N}=4 $$ SYM [J] . D. Chicherin, E. Sokatchev The journal of high energy physics . 2014 ,第11期

机译：关于 $n=4$$ mathcal {n} = 4 $$ < / InlineeEquation> Sym$
4. Investigation of a Fourth-Order Ordinary Differential Equation with a Four-Point Boundary Conditions by a New Green's Functional Concept [C] . Kamil Orucoglu, Kemal Ozen International Conference of Numerical Analysis and Applied Mathematics . 2011

机译：新的绿色功能概念对四分边界条件的四阶常微分方程研究
5. Existence Results for Some Higher-Order Abstract Differential Equations with Applications to Partial Differential Equations (PDEs). [D] . Nelson, Valerie N. 2013

机译：一些高阶抽象微分方程的存在性结果及其在偏微分方程（PDE）中的应用。
6. Differential Equations in Fréchet Differentials Occurring in Integral Equations [O] . Aristotle D. Michal 1945

机译：积分方程中出现的Fréchet微分方程
7. Differential equation for four-point correlation function in Liouville field theory and elliptic four-point conformal blocks [O] . Vladimir A. Fateev, Alexey V. Litvinov, André Neveu, 2009

机译：Liouville场论中四点相关函数的微分方程和椭圆四点共形块

DIFFERENTIAL EQUATION FOR A FOUR-POINT CORRELATOR

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