Second invariant for two-dimensional classical super systems

Roshan Lal2; S C Mishra; Veena Mishra

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Second invariant for two-dimensional classical super systems

机译：二维经典超系统的第二不变量

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摘要

Construction of superpotentials for two-dimensional classical super systems (for e?‘? a‰￥ 2) is carried out. Some interesting potentials have been studied in their super form and also their integrability.

机译：进行了二维经典超级系统（例如e？a？￥ 2）的超势的构造。已经以其超级形式及其可集成性研究了一些有趣的潜力。

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《Pramana》 |2003年第4期|共页
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Roshan Lal2; S C Mishra; Veena Mishra;
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中图分类物理学;
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专利

1. Second invariant for two-dimensional classical super systems [J] . S C MISHRA, ROSHAN LAL, VEENA MISHRA Pramana . 2003,第4期

机译：二维经典超系统的第二不变量
2. Second invariant for two-dimensional classical super systems [J] . S. C. Mishra, Roshan Lal, Veena Mishra Pramana . 2003,第4期

机译：二维经典超系统的第二不变量
3. Quadratic Poisson algebras of two-dimensional classical superintegrable systems and quadratic associative algebras of quantum superintegrable systems [J] . Daskaloyannis C. Journal of Mathematical Physics . 2001,第3期

机译：二维经典超可积系统的二次Poisson代数和量子超可积系统的二次缔合代数
4. Complete Sets of Invariants for Classical Systems [C] . Willard Miller Jr. Workshop on Superintegrability in Classical and Quantum Systems . 2004

机译：完整的古典系统不变
5. Moment invariants for two-dimensional and three-dimensional characterization of the morphology of gamma-prime precipitates in nickel-base superalloys. [D] . MacSleyne, Jeremiah P. 2008

机译：二维和三维表征镍基高温合金中γ初生析出物形态的矩不变量。
6. Probing Conformal Invariant of Non-unitary Two-Dimensional Systems by Central Spin Decoherence [O] . Bo-Bo Wei -1

机译：通过中心自旋退相干探究非-二维系统的共形不变量
7. Are all classical superintegrable systems in two-dimensional space linearizable? [O] . Gubbiotti, G., Nucci, M. C. 2016

机译：是二维空间中的所有经典超积分系统线性化？
8. 1/N Expansion in Two-Dimensional Supersymmetric O(N)XO(K) Invariant O(N)/O(N-K) Model and Dynamic Production of Massive Vector Particles. [R] . Bratchikov, A. V., Grigoryan, R. P., Deriglazov, A. A. 1987

机译：二维超对称O（N）XO（K）不变O（N）/ O（N-K）模型的1 / N展开及大规模矢量粒子的动态生成。

Second invariant for two-dimensional classical super systems

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