CALL FOR PAPERS

Special Session on

Computational Advances in Numerical Schemes for Differential Models in Science and Engineering

Under the International Conference on Mathematical Sciences and Computational Intelligence  (ICMSCI-2026)

February 20–22, 2026

The Department of Mathematics, P.G.D.A.V. College, University of Delhi, in collaboration with Faculty of Mathematical Sciences, University of Delhi, IIT Mandi and NIT Uttarakhand, cordially invites researchers, academicians, scientists, industry experts, and research scholars to submit their original and unpublished research papers for a Special Session on "Computational Advances in Numerical Schemes for Differential Models in Science and Engineering" under the International Conference on Mathematical Sciences and Computational Intelligence (ICMSCI-2026).

This session focuses on the development, analysis, and application of numerical schemes used to solve differential models arising in science and engineering. Differential or integral equations are central to describing physical, biological, and technological processes, yet many real-world systems are too complex for analytical solutions. Numerical methods—such as finite difference, finite element and hybrid numerical schemes—provide powerful tools for approximating these models with accuracy and efficiency. The session highlights recent advances in numerical algorithm design, error and convergence analysis, computational implementation, and applications from different branches of science and. It aims to bring together researchers working at the intersection of mathematical theory and practical computation to exchange ideas and promote innovative approaches to differential modelling.

Computational advances in numerical schemes for differential models sit at the intersection of theory, application and on mathematical sciences and computational intelligence. Differential models (ODEs, PDEs, Delay/Integro-differential systems) are the language of physics, biology, engineering and finance; advances in numerical schemes determine whether these models are solvable, scalable, and reliable for real-world decision-making. Recent algorithmic, stability, adaptivity and high-performance computing developments make this an especially timely, cross-disciplinary session.

Topics of Interest

• Wavelet Analysis

• Spectral Method

• Finite difference/element/volume method

• Spectral method

• Non-linear Analysis

• Fractional Calculus

Submission Guidelines

• Manuscript must follow the conference template. All submissions will undergo peer review.

• Maximum length: 9–16 pages including references.

• Accepted papers will be presented and included in the proceedings/special issue (details to follow).

Presentation Mode

Hybrid (Offline + Online). Selected papers will be presented through oral or poster sessions.

Important Dates

• Last date for abstract submission: January 15, 2026  , 👍Extended till: January 31, 2026

• Abstract acceptance notification: January 20, 2026, 👍 Extended till: February 05, 2026

• Last date of Registration: February 10, 2026

• Full-Paper Submission: March 10, 2026

Who Should Submit?

Faculty members, researchers, post-doctoral fellows, PhD scholars, postgraduate students, statisticians, engineers, data scientists, and industry professionals.

Submission Email : Authors must submit their abstracts/papers through the following link:

👉Click Here for Abstract Template

👉 Click Here For Abstract Submission

Kindly visit the registration page to register for the conference.

👉 Click Here to Visit Registration Page