Multiscale modeling or multiscale mathematics is the field of solving problems that have important features at multiple scales of time and/or space.

Even though multiscale problems are typically quite complicated, one main objective of multiscale modeling is to identify special classes of such problems for which it is possible to develop simplified …

Multiscale modeling is often used in physical sciences to solve problems on multiple scales (e.g., spatial, temporal).

May 27, 2021 · This Review provides an overview of multiscale computation methods and discusses their development for use in material design.

Aug 5, 2025 · Multiscale modeling combines computational models operating at distinct levels of detail, integrating information from various scales like atomic, molecular, cellular, and organ levels.

Strictly speaking, the term \multiscale" refers to the involvement of more than one length and/or time scale in a problem, so that the physics at play cannot be considered using a single set of governing …

What exactly is Multiscale Modeling?? Current IMAG definition: Multiscale, biomedical modeling uses mathematics and computation to represent and simulate a physiological system at more than one …

By its nature, multiscale modeling is highly interdisciplinary, with developments occurring independently across fields. A broad range of scientific and engineering problems involve multiple scales.

This article focuses on multiscale representation for object detection and recognition, comprehensively introduces the development of multiscale deep learning, and constructs an easy-to-understand, but …

Jul 30, 2025 · Multiscale methods focus on understanding data by examining it at multiple scales, revealing patterns and relationships that may be obscured when viewed at a single resolution.