Lienard Type
線型

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10.1016/j.jde.2021.10.011

We get some general results for Liénard type equations and for rigid planar systems.

我們得到了一些關於 Liénard 類型方程和剛性平面系統的一般結果。

Effectiveness of the Bendixson–Dulac theorem

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10.3934/math.2021747

In this paper, we prove the existence of harmonic solutions and infinitely many subharmonic solutions of dissipative second order sublinear differential equations named quadratic Liénard type systems.

在本文中，我們證明了稱為二次 Liénard 型系統的耗散二階次線性微分方程的調和解和無窮多個次調和解的存在。

Harmonic and subharmonic solutions of quadratic Liénard type systems with sublinearity

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10.1088/2399-6528/ac07b4

In this paper, we investigate the quantum dynamics of underlying two one-dimensional quadratic Liénard type nonlinear oscillators which are classified under the category of maximal (eight parameter) Lie point symmetry group [Tiwari A K, Pandey S N, Senthilvelan M and Lakshmanan M 2013 J.

在本文中，我們研究了兩個一維二次 Liénard 型非線性振盪器的量子動力學，它們被歸類為最大（八參數）李點對稱群 [Tiwari A K, Pandey S N, Senthilvelan M 和 Lakshmanan M 2013 J .

Quantum solvability of quadratic Liénard type nonlinear oscillators possessing maximal Lie point symmetries: An implication of arbitrariness of ordering parameters

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Lienard Type 線型

Lienard Type 線型
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Lienard Type(線型)到底是什麼？

Lienard Type 線型 - We get some general results for Liénard type equations and for rigid planar systems. [1] In this paper, we prove the existence of harmonic solutions and infinitely many subharmonic solutions of dissipative second order sublinear differential equations named quadratic Liénard type systems. [2] In this paper, we investigate the quantum dynamics of underlying two one-dimensional quadratic Liénard type nonlinear oscillators which are classified under the category of maximal (eight parameter) Lie point symmetry group [Tiwari A K, Pandey S N, Senthilvelan M and Lakshmanan M 2013 J. [3]
我們得到了一些關於 Liénard 類型方程和剛性平面系統的一般結果。 [1] 在本文中，我們證明了稱為二次 Liénard 型系統的耗散二階次線性微分方程的調和解和無窮多個次調和解的存在。 [2] 在本文中，我們研究了兩個一維二次 Liénard 型非線性振盪器的量子動力學，它們被歸類為最大（八參數）李點對稱群 [Tiwari A K, Pandey S N, Senthilvelan M 和 Lakshmanan M 2013 J . [3]