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International Conference on Multiscale Modeling and Simulation in Applied Mathematics

📅 13–14 Jan 2027 📍 Janakpur, Nepal 👤 Standard / Listener

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$150

virtual · $150 in person

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Conference session tracks

Key research areas covered across the sessions — tap a track to read more.

This track focuses on the latest methodologies in multiscale modeling, emphasizing their application in various scientific fields. Participants will explore innovative approaches that bridge different scales of analysis and their implications for applied mathematics.

This session highlights cutting-edge computational techniques used in solving complex mathematical problems. Researchers will present their findings on algorithms and numerical methods that enhance the efficiency and accuracy of mathematical modeling.

This track delves into the challenges and solutions associated with modeling multiphysics systems. Contributions will focus on interdisciplinary approaches that integrate various physical phenomena through mathematical frameworks.

This session addresses the dynamics and stability analysis of complex systems using mathematical tools. Participants will discuss theoretical and practical aspects of system behavior under varying conditions and perturbations.

This track explores optimization strategies and their applications in real-world problems. Researchers will present novel algorithms and methodologies aimed at enhancing decision-making processes across various domains.

This session focuses on the theory and applications of nonlinear analysis in applied mathematics. Contributions will include discussions on the implications of nonlinear phenomena in diverse scientific and engineering contexts.

This track examines the role of probability and statistics in engineering applications. Participants will share insights on statistical modeling techniques that inform engineering design and decision-making.

This session highlights the intersection of data analytics and mathematical research. Presentations will cover methodologies for extracting meaningful insights from complex datasets through mathematical modeling.

This track focuses on the development and application of numerical methods for solving differential equations. Researchers will present innovative techniques that improve the accuracy and efficiency of numerical simulations.

This session showcases real-world applications of mathematical modeling across various industries. Participants will discuss case studies that illustrate the impact of mathematical approaches on solving industry-specific challenges.

This track investigates the theoretical underpinnings of systems theory within the context of applied mathematics. Contributions will focus on the principles that govern system behavior and their mathematical representation.