A DIFFERENTIAL EQUATION ON THE COVER FUNCTION OF THE HEXAGONAL LATTICE BY THE TRIVALENT TREE

K. V. Golubev

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A DIFFERENTIAL EQUATION ON THE COVER FUNCTION OF THE HEXAGONAL LATTICE BY THE TRIVALENT TREE

机译：六叉树在六角格覆盖函数上的微分方程

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摘要

We provide a differential equation on the cover function of the hexagonal lattice by the trivalent tree, formulated using the modular discriminant considered as a function on the hyperbolic plane.

机译：我们提供了关于三价树的六边形格子的覆盖函数的微分方程，该方程使用被视为双曲平面上的函数的模块化判别式来公式化。

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《Journal of Mathematical Sciences》 |2015年第2期|222-224|共3页
作者
K. V. Golubev;
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Einstein Institute of Mathematics, Hebrew University of Jerusalem, Jerusalem, Israel;

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2. BOOLEAN DIFFERENTIAL EQUATIONS - A COMMON MODEL FOR CLASSES, LATTICES, AND ARBITRARY SETS OF BOOLEAN FUNCTIONS [J] . Bernd Steinbach, Christian Posthoff Facta Universitatis. Series Electronics and Energetics . 2014,第1期

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4. A Tree Combinatorial Structure on the Solution of a Delay Differential Equation: A Generating Function Approach [C] . M. Fatima Fabiao, Paulo B. Brito, Antonio StAubyn International Conference on Numerical Analysis and Applied Mathematics . 2008

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5. Some contributions to analysis: A new space of generalized functions for integro-differential equations involving Hilbert transforms, and a note on the non-nuclearity of a space of test functions on Hilbert space. [D] . Donnelly, Roderick Kerry. 1988

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6. Modeling tree crown dynamics with 3D partial differential equations [O] . Robert Beyer, Véronique Letort, Paul-Henry Cournède 2014

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7. CYBER-PHYSICAL MODEL OF THE IMMUNOSENSOR SYSTEM AT THE HEXAGONAL LATTICE WITH THE USE OF DIFFERENTIAL EQUATIONS OF THE POPULATION DYNAMICS [O] . Vasyl Martsenyuk, Andriy Sverstiuk 2019

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8. New Continual Analogs of Two-Dimensional Toda Lattices Related with Nonlinear Integro-Differential Equations [R] . Savel'ev, M. V. 1988

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A DIFFERENTIAL EQUATION ON THE COVER FUNCTION OF THE HEXAGONAL LATTICE BY THE TRIVALENT TREE

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