Author

Yan De-bao

Observed names: Debao Yan, Yan Debao

Institution: Heze University

Observed institution: Heze University

ORCID: 0000-0002-0211-2175

Observed ORCID: 0000-0002-0211-2175

OpenAlex ID: A5076531641

Existence and uniqueness of global solutions of a free boundary problem modeling tumor growth

2011 · Yan De-bao · 6

Solutions for a category of singular nonlinear fractional differential equations subject to integral boundary conditions

2022 · Debao Yan · Boundary Value Problems · 5

Existence and Uniqueness of Positive Solutions for a Class of Nonlinear Fractional Differential Equations with Singular Boundary Value Conditions

2021 · Yan Debao · Mathematical Problems in Engineering · 3

Boundary problems of sequential fractional differential equations having a monomial coefficient

2024 · Debao Yan · Heliyon · 1

Analysis of the Existence and Stability of Solutions for a Class of Four‐Term Fractional Differential Equations

2026 · Debao Yan · Journal of Mathematics

Existence and Uniqueness of Global Solutions of a Mathematical Model for the Healing of a Circular Epidermal Wound

2012 · Yan De-bao · Jiangnan daxue xuebao. Ziran kexue ban

A Set of New Criteria Conditions for Nonsingular H-matrices

2012 · Yan De-bao · Journal of Guizhou University

Discussion on Derivative of AbsoluteValue Function of One Variable

2010 · Yan De-bao · Journal of Xichang College

Existence and Uniqueness of Global Solutions of a Free Boundary Problem in the Process of Czochralski Crystal Growth

2010 · Yan De-bao · Journal of Yanbian University

Necessary and Sufficient Condition of Spherical Curve is Plane Curve and the Plane of the Plane Curve

2008 · Yan De-bao · Science Technology and Engineering

The existence and uniqueness of global solution to a new type of stefan problem

2007 · Yan De-bao · Journal of Shandong University of Technology

The Partial Existence and Uniqueness of Classical Solution to Initial Value Problem of a Semilinear Parabolic Equation

2007 · Yan De-bao · Journal of Changchun Normal University

Existence of Classical Solutions to Second-order Non-divergence Quasilinear Parabolic Equations

2007 · Yan De-bao · Journal of Qingdao University of Science and Technology

Proof of Existence and Uniqueness of Global Solution to a New Type of Stefan Problem

2006 · Yan De-bao · Journal of Fuyang Teachers College

Works count: 14

Citation count: 15

H-index: 3

I10-index: