Thermal Science

International Scientific Journal

Thermal Science Journal [Yong-Ju Yang]

name

Yong-Ju Yang

institution

School of Mathematics and Statistics, Nanyang Normal University

address

Nanyang 4730 61, China

ORCID

0000-0002-4373-945X

papers by Yong-Ju Yang published in Thermal Science

The homotopy perturbation method for the double period solution of local fractional Korteweg-de Vries equation

THERMAL SCIENCE, volume 30, No. 2, YEAR 2026

this paper authors:

Yong-Ju Yang

Guo-Li Han

Shun-Qin Wang

Local fractional damped non-linear oscillation: Frequency estimation and energy consumption

THERMAL SCIENCE, volume 28, No. 3, YEAR 2024

this paper authors:

Yong-Ju Yang

Guo-Li Han

Yu-Zhuo Yuan

Local fractional Duffing equation: Its periodic property and its application to energy harvesting

THERMAL SCIENCE, volume 28, No. 3, YEAR 2024

this paper authors:

Yong-Ju Yang

Guo-Li Han

Liu-Qing Hua

Fractional residual method coupled with Adomian decomposition method for solving local fractional differential equations

THERMAL SCIENCE, volume 26, No. 3, YEAR 2022

this paper authors:

Yong-Ju Yang

Shun-Qin Wang

Non-differentiable solutions of a family of modified Korteweg-de Vries equations within local fractional derivative

THERMAL SCIENCE, volume 25, No. 3, YEAR 2021

this paper authors:

Yong-Ju Yang

The extended variational iteration method for local fractional differential equation

THERMAL SCIENCE, volume 25, No. 2, YEAR 2021

this paper authors:

Yong-Ju Yang

The local fractional variational iteration method a promising technology for fractional calculus

THERMAL SCIENCE, volume 24, No. 4, YEAR 2020

this paper authors:

Yong-Ju Yang

The fractional residual method for solving the local fractional differential equations

THERMAL SCIENCE, volume 24, No. 4, YEAR 2020

this paper authors:

Yong-Ju Yang

A new method solving local fractional differential equations in heat transfer

THERMAL SCIENCE, volume 23, No. 3, YEAR 2019

this paper authors:

Yong-Ju Yang

A local fractional homotopy perturbation method for solving the local fractional Korteweg-de Vries equations with non-homogeneous term

THERMAL SCIENCE, volume 23, No. 3, YEAR 2019

this paper authors: