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Self-intersection of complex asymptotic manifolds of hyperbolic equilibrium, position and non-existence of first integrals in the systems of the type of Hamiltonian with two degrees of freedom.

机译：汉密尔顿汉尔顿人系列哈密尔均衡的复合渐近歧管的自交叉渐近歧管，汉密尔顿汉尔顿语类型的第一个积分，具有两种自由度。

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S.L. Ziglin;
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1. On the non-existence of a supplementary meromorphic first integral in a Hamiltonian system with two degrees of freedom in the case of a bifurcation of solutions of an inhomogeneous reduced variational system [J] . Ziglin SL. Russian mathematical surveys . 1998,第5期

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2. A non-existence theorem of proper harmonic morphisms from weakly asymptotically hyperbolic manifolds [J] . Mo XH, Shi YG Tohoku mathematical journal . 2006,第3期

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3. The stability of the equilibrium position of Hamiltonian systems with two degrees of freedom [J] . Yu. N. Bibikov Journal of applied mathematics and mechanics . 2013,第2期

机译：具有两个自由度的哈密顿系统平衡位置的稳定性
4. Switching Rule Design for Asymptotic Stability of Switched Hamiltonian Systems with Multiple Equilibrium Points [C] . Liying Zhu International Conference on Industrial and Information Systems . 2010

机译：多均衡点切换汉密尔顿系统渐近稳定性的切换规则设计
5. Complex dynamics in systems with many degrees of freedom. [D] . Bourzutschky, Marc Stephen. 1993

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6. Asymmetric positioning of Cas1–2 complex and Integration Host Factor induced DNA bending guide the unidirectional homing of protospacer in CRISPR-Cas type I-E system [O] . K.N.R. Yoganand, R. Sivathanu, Siddharth Nimkar, 2017

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7. A non-existence theorem of proper harmonic morphisms from weakly asymptotically hyperbolic manifolds [O] . Xiaohuan Mo, Yuguang Shi 2006

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8. Theory of Nonequilibrium Processes in Statistical Mechanics. 3 - Integral Equation for Density Matrix and Role of the Free Hamiltonian in the Evolution of the Dynamical System. [R] . Peletminskiy, S. V. 1969

机译：统计力学中的非平衡过程理论。 3 - 密度矩阵的积分方程和自由哈密顿量在动力系统演化中的作用。

Self-intersection of complex asymptotic manifolds of hyperbolic equilibrium, position and non-existence of first integrals in the systems of the type of Hamiltonian with two degrees of freedom.

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