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Existence of solutions with prescribed numbers of zeros of boundary value problems for ordinary differential equations with the one-dimensional $p$-Laplacian(Dynamics of functional equations and numerical simulation)

机译：一维$ p $ -Laplacian常微分方程的边值问题为零的规定解的存在性（泛函方程和数值模拟）

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Tanaka Satoshi; Naito Yuki;
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年度 2006
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2. Existence and non-existence of positive solutions for integral boundary value problems of high-order fractional differential equations with generalised p-Laplacian operator [J] . Bingxian Li, Shurong Sun, Guanwei Chen International journal of dynamical systems and differential equations . 2017,第1期

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4. THE EXISTENCE OF SOLUTIONS FOR FRACTIONAL FUNCTIONAL DIFFERENTIAL EQUATIONS WITH BOUNDARY VALUE CONDITIONS [C] . Chunhai Kou, Huacheng Zhou, Sijia Wu ASME international design engineering technical conferences;DETC2011;MESA2011;ASME/IEEE international conference on mechatronic and embedded systems and applications;Computers and information in engineering conference;CIE 2011 . 2012

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5. Modifications to a Runge-Kutta-type software package for the numerical solution of boundary value ordinary differential equations. [D] . Xu, Hui. 2004

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6. Existence of periodic solution for fourth-order generalized neutral p-Laplacian differential equation with attractive and repulsive singularities [O] . Yun Xin, Hongmin Liu -1

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7. Uniqueness of solutions with prescribed numbers of zeros for two-point boundary value problems (Mathematical models and dynamics of functional equations) [O] . Tanaka Satoshi 2004

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8. Trajectory Computational Techniques Emphasizing Existence, Uniqueness, and Construction of Solutions to Boundary Problems for Ordinary Differential Equations Final Report [R] . George, J. H., Sutton, W. S., Varol, Y., 1969

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Existence of solutions with prescribed numbers of zeros of boundary value problems for ordinary differential equations with the one-dimensional $p$-Laplacian(Dynamics of functional equations and numerical simulation)

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