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Note on the Hamiltonian Formalism: One‐Dimensional Non‐Degenerate Systems

机译：关于Hamiltonian形式主义的注意：一维非简并系统

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摘要

By means of some one‐dimensional examples we suggest a possible new relationship between Lagrangian and Hamiltonian formalisms for non‐degenerate systems.

机译：通过一些一维例子，我们建议拉格朗日和汉密尔顿的形式主义对非退化系统的可能性新的关系。

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《Physics Conference TIM》|2011年||共4页
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C. Bizdadea; M. M. Barcan; I. Negru; S. O. Saliu;
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中图分类 O48-532;
关键词
Lagrangian and Hamiltonian approach;

机译：拉格朗日和哈密尔顿的方法;

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专利

1. Reciprocal transformations of Hamiltonian operators of hydrodynamic type: Nonlocal Hamiltonian formalism for linearly degenerate systems [J] . Ferapontov EV., Pavlov MV. Journal of Mathematical Physics . 2003,第3期

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2. Reciprocal transformations of Hamiltonian operators of hydrodynamic type: Nonlocal Hamiltonian formalism for linearly degenerate systems [J] . Ferapontov EV., Pavlov MV. Journal of Mathematical Physics . 2003,第3期

机译：流体力学类型哈密顿算子的倒数变换：线性退化系统的非局部哈密顿形式
3. Explicit Hamiltonian realizations of non-degenerate three-dimensional real linear differential systems [J] . R?zvan M. Tudoran Applied mathematics letters . 2013,第10期

机译：非退化三维实线性微分系统的显式哈密顿量实现
4. Note on the Hamiltonian Formalism: One‐Dimensional Non‐Degenerate Systems [C] . C. Bizdadea, M. M. Barcan, I. Negru, Physics Conference TIM . 2011

机译：关于Hamiltonian形式主义的注意：一维非简并系统
5. New approaches to time-dependent systems: (I)~Filter diagonalization: A general approach for spectral analysis. (II)~Photoabsorption probability for a system governed by a time-dependent Hamiltonian through the (t,t') formalism. [D] . Pang, Johnny W. 1997

机译：时间相关系统的新方法：（I）〜滤波器对角化：频谱分析的通用方法。（II）〜通过（t，t'）形式主义由时变哈密顿量控制的系统的光吸收概率。
6. Hamiltonian formalism of two-dimensional Vlasov kinetic equation [O] . Maxim V. Pavlov -1

机译：二维Vlasov动力学方程的哈密顿形式
7. Reciprocal transformations of Hamiltonian operators of hydrodynamic type: nonlocal Hamiltonian formalism for linearly degenerate systems [O] . Ferapontov, E. V., Pavlov, M. V. 2002

机译：水动力系统哈密顿算子的互逆变换类型：线性退化系统的非局部哈密顿形式
8. Structure of the Hamiltonian in a Finite-Dimensional Formalism Based on Weyl's Quantum Mechanics [R] . Santhanam, T. S., Madivanane, S. 1982

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Note on the Hamiltonian Formalism: One‐Dimensional Non‐Degenerate Systems

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