About
About
Roadmap
Trends
DOI Service
Subjects
Journals
Publishers
All
University
Government
TRH
Association
Foundation
Trade Association
Company
Person
Union
Researchers
Journal Wizard
Help
English
Turkish
English
Admin Panel
User Panel
My Journals
My Research
My Followers
Profile
Logout
Login
Mohammad Izadi
Dr.
It is not affiliated with an institution
Publication
1
Review
1
CrossRef Cited
2
1
Publication
1
Review
2
CrossRef Cited
Follow
Following
Edit My Profile
Followers
Following
Summary
Publications
Peer Review
Cited
Research Fields
Applied Mathematics
Institution
It is not affiliated with an institution
Popular Publications
A novel Touchard polynomial-based spectral matrix collocation method for solving the Lotka-Volterra competition system with diffusion
Authors:
Mohammad Izadi
, Ahmed El-mesady,
Waleed Adel
Published: 2024 ,
Mathematical Modelling and Numerical Simulation with Applications
DOI: 10.53391/mmnsa.1408997
CITED
2
FAVORITE
1
TOTAL DOWNLOAD COUNT
400
2
CITED
1
FAVORITE
400
TOTAL DOWNLOAD COUNT
Publications
A novel Touchard polynomial-based spectral matrix collocation method for solving the Lotka-Volterra competition system with diffusion
Authors:
Mohammad Izadi
, Ahmed El-mesady,
Waleed Adel
Published: 2024 ,
Mathematical Modelling and Numerical Simulation with Applications
DOI: 10.53391/mmnsa.1408997
FAVORITE
1
TOTAL DOWNLOAD COUNT
400
1
FAVORITE
400
TOTAL DOWNLOAD COUNT
Articles published in
Mathematical Modelling and Numerical Simulation with Applications
Reviews
Fundamentals of Contemporary Mathematical Sciences
Publications
A novel Touchard polynomial-based spectral matrix collocation method for solving the Lotka-Volterra competition system with diffusion
Authors:
Mohammad Izadi
, Ahmed El-mesady,
Waleed Adel
Published: 2024 ,
Mathematical Modelling and Numerical Simulation with Applications
DOI: 10.53391/mmnsa.1408997
CITED
2
FAVORITE
1
TOTAL DOWNLOAD COUNT
400
2
CITED
1
FAVORITE
400
TOTAL DOWNLOAD COUNT
Interactive Guide Tool
If you want to see the panel introduction, you can click Start Tour.
Start Tour