Frontiers in Applied Mathematics and Statistics

Opinion

Published on 15 Jan 2025

The old Babylonian algorithm: reborn with a bang and its application in non-linear vibration

in Mathematical Physics

Liangyuan Zhang

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1530024

182 views

Original Research

Published on 08 Jan 2025

Low Mach dynamics of interface and flow fields in thermally conducting fluids

in Mathematical Physics

Snezhana I. Abarzhi

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1517619

112 views

Perspective

Published on 07 Jan 2025

The connection between non-normality and trophic coherence in directed graphs

in Mathematical Physics

Catherine Drysdale
Samuel Johnson

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1512865

192 views

Mini Review

Published on 02 Dec 2024

Pseudospectra and eigenvalue asymptotics for disordered non-selfadjoint operators in the semiclassical limit

in Mathematical Physics

Martin Vogel

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1508973

432 views

Original Research

Published on 06 Nov 2024

Qualitative analysis of fourth-order hyperbolic equations

in Mathematical Physics

Yuliia Andreieva
Kateryna Buryachenko

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1467199

366 views

Original Research

Published on 02 Oct 2024

(In)stability of de Sitter quasinormal mode spectra

in Mathematical Physics

C. M. Warnick

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1472401

693 views
1 citation

Original Research

Published on 26 Jul 2024

Application of Haar Scale-3 wavelet method to the solution of Buckmaster and Chaffee–Infante non-linear PDE

in Mathematical Physics

Ratesh Kumar
Sonia Arora

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1412181

781 views

Original Research

Published on 16 Jul 2024

Oscillatory behavior of solutions of second-order non-linear differential equations with mixed non-linear neutral terms

in Mathematical Physics

Ahmed M. Hassan
Osama Moaaz
Sameh S. Askar
Ahmad M. Alshamrani

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1384559

796 views

Original Research

Published on 14 Jun 2024

On monoids of metric preserving functions

in Mathematical Physics

Viktoriia Bilet
Oleksiy Dovgoshey

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1420671

754 views
3 citations

Editorial

Published on 14 May 2024

Editorial: Advances in computational relativity

in Mathematical Physics

Scott E. Field
Sigal Gottlieb
Gaurav Khanna

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1420155

653 views

Original Research

Published on 18 Apr 2024

Analytical solutions of the space–time fractional Kadomtsev–Petviashvili equation using the (G’/G)-expansion method

in Mathematical Physics

Abaker Hassaballa
Mohyaldein Salih
Gamal Saad Mohamed Khamis
Elzain Gumma
Ahmed M. A Adam
Ali Satty

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1379937

857 views

Original Research

Published on 04 Apr 2024

Semilinear multi-term fractional in time diffusion with memory

in Mathematical Physics

Nataliya Vasylyeva

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1388414

799 views
1 citation

Original Research

Published on 20 Mar 2024

Removability conditions for anisotropic parabolic equations in a computational validation

in Mathematical Physics

Dirk Langemann
Mariia Savchenko

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1388810

2,393 views

Original Research

Published on 08 Mar 2024

Unveiling new insights: taming complex local fractional Burger equations with the local fractional Elzaki transform decomposition method

in Mathematical Physics

Ghaliah Alhamzi
J. G. Prasad
B. S. T. Alkahtani
R. S. Dubey

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2024.1323759

4,100 views

Original Research

Published on 19 May 2023

Thermal Timoshenko beam system with suspenders and Kelvin–Voigt damping

in Mathematical Physics

Soh Edwin Mukiawa
Yasir Khan
Hamdan Al Sulaimani
McSylvester Ejighikeme Omaba
Cyril Dennis Enyi

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2023.1153071

6,284 views
4 citations

Original Research

Published on 11 Jan 2023

Lattice Boltzmann model in general curvilinear coordinates applied to exactly solvable 2D flow problems

in Mathematical Physics

Alexei Chekhlov
Ilya Staroselsky
Raoyang Zhang
Hudong Chen

Frontiers in Applied Mathematics and Statistics

doi 10.3389/fams.2022.1066522

3,233 views
1 citation

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Articles

The old Babylonian algorithm: reborn with a bang and its application in non-linear vibration

Low Mach dynamics of interface and flow fields in thermally conducting fluids

The connection between non-normality and trophic coherence in directed graphs

Pseudospectra and eigenvalue asymptotics for disordered non-selfadjoint operators in the semiclassical limit

Qualitative analysis of fourth-order hyperbolic equations

(In)stability of de Sitter quasinormal mode spectra

Application of Haar Scale-3 wavelet method to the solution of Buckmaster and Chaffee–Infante non-linear PDE

Oscillatory behavior of solutions of second-order non-linear differential equations with mixed non-linear neutral terms

On monoids of metric preserving functions

Editorial: Advances in computational relativity

Analytical solutions of the space–time fractional Kadomtsev–Petviashvili equation using the (G’/G)-expansion method

Semilinear multi-term fractional in time diffusion with memory

Removability conditions for anisotropic parabolic equations in a computational validation

Unveiling new insights: taming complex local fractional Burger equations with the local fractional Elzaki transform decomposition method

Thermal Timoshenko beam system with suspenders and Kelvin–Voigt damping

Lattice Boltzmann model in general curvilinear coordinates applied to exactly solvable 2D flow problems