ISCAM 2021 - The 5th Int'l Symposium on Computational and Applied Mathematics(ISCAM 2021)

Website http://www.seminarjan.org/conference/ISCAM2021/ | Edit Freely

Category Computational; Applied Mathematics

Deadline: December 05, 2020 | Date: January 05, 2021-January 07, 2021

Venue/Country: Hainan, China

Updated: 2020-03-01 20:29:56 (GMT+9)

Call For Papers - CFP

Conference Date: January 5-7, 2021

Conference Venue: Sanya, China

Website: http://www.seminarjan.org/conference/ISCAM2021/

Online Registration System: http://www.seminarjan.org/RegistrationSubmission/default.aspx?ConferenceID=1317

Email: ic_vicky163.com

The 5th Int'l Symposium on Computational and Applied Mathematics(ISCAM 2021) will be held in Sanya, China during January 5-7, 2021. ISCAM 2021 will cover issues on Computational and Applied Mathematics. It dedicates to creating a stage for exchanging the latest research results and sharing the advanced research methods.

If you wish to serve the conference as an invited speaker, please send email to us with your CV. We'll contact with you asap.

Publication and Presentation

Publication: Open Access Journal, please contact us for detailed information

Index: CNKI and Google Scholar

Note: If you want to present your research results but do NOT wish to publish a paper, you may simply submit an Abstract to our Registration System.

Contact Us

Email: ic_vicky163.com

Tel: +86 132 6470 2250

QQ: 1349406763

WeChat: 3025797047

Twitter: conf_Committee

Attendance Methods

1.Submit full paper (Regular Attendance+Paper Publication+Presentation)

You are welcome to submit full paper, all the accepted papers will be published by Open access journal.

2. Submit abstract (Regular Attendance+Abstract+Presentation)

3. Regular Attendance (No Submission Required)

Conference Topics

Algorithmic Graph Theory and Combinatorics

Applications of Computational and Applied Mathematics

Computational Mathematics

Computational Physics and Chemistry

Complex Analysis and Special Functions

Computational Geometry

Computational Techniques and Applications

Functional Analysis

High Performance Computational Science

Integral Equations and Numerical Method

Mathematical Programming and Optimization

Nonlinear Equations

Numerical Complex Analysis

Numerical Linear Algebra

Numerical Software

Number Theory and Cryptography

Ordinary Differential Equations

Operational Research and Optimization

Partial Differential Equations

Parallel and High Performance Computing