THE ROLE OF VANISHING POINTS IN PERSPECTIVE GEOMETRY AND THEIR MATHEMATICAL FOUNDATIONS

Authors

  • Davlataliyeva Durdona Akmal qizi NamSU, Faculty of Physics and Mathematics, 1st-cource student of Mathematics, Uzbekistan
  • Dilnoza Xaytmirzayevna Maxmudova Supervisor, NamSU, Senior lecturer, Department of Mathematics, Uzbekistan

Keywords:

Perspective Geometry, Vanishing Point, Projective Space

Abstract

This article explores the mathematical foundations and practical applications of vanishing points in perspective geometry. By using principles from projective geometry and linear algebra, we explain how three-dimensional objects are represented on a two-dimensional plane. The study provides formulas for computing perspective projections and vanishing points, along with diagrams illustrating one-point and two-point perspective systems. The results highlight the relevance of perspective geometry in fields like computer vision, architecture, and digital modeling.

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References

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Published

2025-04-24

How to Cite

Davlataliyeva Durdona Akmal qizi, & Dilnoza Xaytmirzayevna Maxmudova. (2025). THE ROLE OF VANISHING POINTS IN PERSPECTIVE GEOMETRY AND THEIR MATHEMATICAL FOUNDATIONS. International Scientific and Current Research Conferences, 1(01), 126–131. Retrieved from https://orientalpublication.com/index.php/iscrc/article/view/1857