The Solvability of First Type Boundary Value Problem for a Schrödinger Equation

Aksoy, Nigar Yildirim

doi:10.2478/amns.2020.1.00019

Cited by 10 publications

(2 citation statements)

References 20 publications

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“…This paper presents a new communication technology. It is responsible for all the information transfer work in the system [9]. Any information transmission system problem will affect the information flow of the whole system and even lead to the system's collapse.…”

Section: Behavior Description Of the Information Transmission Systemmentioning

confidence: 99%

Driving Model of Electronic Information System Based on Agent Modeling and Simulation

Lei

2023

Applied Mathematics and Nonlinear Sciences

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It is an effective method to use Agent for modeling and simulation in a complex environment. The Repast Simphony development platform lays the foundation for Agent modeling and simulation. In this paper, a simulation model of the Repast Simphony system is developed. Then this paper constructs a new electronic information system based on the principle of a composite adaptive system. The system uses different levels of adaptive agents as the base unit. Then, the behavior and relation of agents at the same level are explained in detail, and the information transmission and mechanism of action between agents at different levels are studied. The experimental results show that the agent-based evaluation method can comprehensively consider the advantages and disadvantages of each factor, and it can evaluate other targets. At the same time, this method has higher accuracy and better adaptability.

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Section: Behavior Description Of the Information Transmission Systemmentioning

confidence: 99%

Driving Model of Electronic Information System Based on Agent Modeling and Simulation

Lei

2023

Applied Mathematics and Nonlinear Sciences

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“…In mathematics, this technique is credited with clarifying and studying the behavior of dynamical systems, statistical methods, game theory models, differential equations, and many others. Specifically, this technique studies the existence and uniqueness of the solution to many integral and fractional equations, which facilitates the way to find numerical solutions to such problems, see [1][2][3][4][5][6][7][8][9][10][11].…”

Section: Introductionmentioning

confidence: 99%

Applications to Boundary Value Problems and Homotopy Theory via Tripled Fixed Point Techniques in Partially Metric Spaces

2021

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In this manuscript, some tripled fixed point results were derived under (φ,ρ,ℓ)-contraction in the framework of ordered partially metric spaces. Moreover, we furnish an example which supports our theorem. Furthermore, some results about a homotopy results are obtained. Finally, theoretical results are involved in some applications, such as finding the unique solution to the boundary value problems and homotopy theory.

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Numerical solutions of Schrödinger wave equation and Transport equation through Sinc collocation method

et al. 2021

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The Solvability of First Type Boundary Value Problem for a Schrödinger Equation

Abstract: The paper presents an first type boundary value problem for a Schrödinger equation. The aim of paper is to give the existence and uniqueness theorems of the boundary value problem using Galerkin’s method. Also, a priori estimate for its solution is given.

Cited by 10 publications

References 20 publications

Driving Model of Electronic Information System Based on Agent Modeling and Simulation

Driving Model of Electronic Information System Based on Agent Modeling and Simulation

Applications to Boundary Value Problems and Homotopy Theory via Tripled Fixed Point Techniques in Partially Metric Spaces

Numerical solutions of Schrödinger wave equation and Transport equation through Sinc collocation method

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