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tit all "Applications of Differential Equations"
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1 - 10 von 124
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1
Analysis of a refined iterative method with a new setting and applications to various models of partial differential equations
Enthalten in Numerical algorithms 7.7.2025: 1-26
2
Analysis and numerical solution of singularly perturbed partial differential equations with large spatial delays and integral boundary conditions: applications in chemical and catalytic systems
Enthalten in Journal of mathematical chemistry 26.5.2025: 1-26
3
Theoretical analysis and applications of fixed-point theorems in delay fractional differential equations
Enthalten in Journal of applied mathematics and computing 7.5.2025: 1-15
4
A brief survey on the development and applications of Goebel’s coincidence point theorem in differential and integral equations
Enthalten in Journal of applied analysis Bd. 30, 2024, Nr. 2: 311-324. 14 S.
5
Applications of the $$\psi }$$ ψ - caputo fractional operator in the existence of solutions to hybrid differential equations
Enthalten in Journal of applied mathematics and computing 25.11.2024: 1-18
6
Improved Comparison Theorems for the Oscillation of Even Order Delay Differential Equations and their Applications
Enthalten in Differential equations and dynamical systems 21.8.2024: 1-15
7
Perspectives of physics-based machine learning strategies for geoscientific applications governed by partial differential equations
Degen, Denise. - Aachen : Universitätsbibliothek der RWTH Aachen, 2023
8
Perspectives of physics-based machine learning strategies for geoscientific applications governed by partial differential equations
Enthalten in Geoscientific model development Bd. 16, 2023, Nr. 24: 7375-7409. 35 S.
9
Perspectives of Physics-Based Machine Learning for Geoscientific Applications Governed by Partial Differential Equations
Enthalten in Geoscientific model development discussions 27.03.2023: 1-50. 50 S.
10
Regularity properties of nonlocal fractional differential equations and applications
Enthalten in Georgian mathematical journal Bd. 29, 2022, Nr. 2: 275-284. 10 S.
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