Research Topic · Peer-Reviewed

Curvature

tensor The curvature tensor is an important mathematical tool used to quantify the shape of curved surfaces or four-dimensional spacetime. It is a generalization of the concept of curvature and allows us to measure the 'curvature' of a surface or spacetime in all directions. This is useful in fields such as physics…

Curated from this journal's research 📚 4 peer-reviewed articles cited Cited 1× across the literature 🔖 ISSN 2643-2811 🗓 Reviewed June 2026

Overview

tensor The curvature tensor is an important mathematical tool used to quantify the shape of curved surfaces or four-dimensional spacetime. It is a generalization of the concept of curvature and allows us to measure the 'curvature' of a surface or spacetime in all directions. This is useful in fields such as physics, engineering and 3D computer graphics, where curved surfaces and objects must be accurately represented. It is also used in General Relativity to determine the structure and evolution of the universe, helping us to understand such phenomena as black holes and gravitational waves.

Research published in this journal

4 peer-reviewed articles, ranked by relevance. Each links to its DOI.

How this research is being cited

The 4 articles above have been cited 1 time in the scholarly literature. Citation data via OpenAlex and Crossref, updated Oct 2025.

A sample of recent works citing this journal's research on Curvature, linking to each citing work.

Editorial oversight

Curated from peer-reviewed research published in Model Based Research (ISSN 2643-2811).

Journal editorial board
Yoshiaki Kikuchi · Japan Yung-Yao Chen · Taiwan Yang Chen · United States

This page summarises published research for orientation; it is not medical or professional advice.