Geometric Deformations of Discriminants and Apparent Contours, 9783031870156
Paperback
Shapes shift, contours twist, revealing hidden forms and new perspectives.

Geometric Deformations of Discriminants and Apparent Contours

$175.99

  • Paperback

    186 pages

  • Release Date

    25 April 2025

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Summary

Unveiling the Geometry of Vision: Deformations of Apparent Contours and Discriminants

This book presents new and original results on the deformations of apparent contours of surfaces in Euclidean 3-space and the discriminants of plane-to-plane map-germs. Given a viewing direction, the apparent contour (also called the profile or outline) is the projection of the set of points on the surface where the viewing direction is tangent to the surface. Apparent contours are extensively used…

Book Details

ISBN-13:9783031870156
ISBN-10:3031870158
Series:Lecture Notes in Mathematics
Author:Farid Tari, Mostafa Salarinoghabi, Masaru Hasegawa
Publisher:Springer International Publishing AG
Imprint:Springer International Publishing AG
Format:Paperback
Number of Pages:186
Release Date:25 April 2025
Weight:0g
Dimensions:235mm x 155mm
About The Author

Farid Tari

Farid Tari is a Full Professor at the University of São Paulo. He has published over 60 research papers, including some in leading mathematical journals, authored one book, and edited another. He has supervised several postdoctoral fellows, PhD, and MSc students. Currently, he serves as an Associate Editor of the Journal of Singularities.

Mostafa Salarinoghabi is currently a postdoctoral researcher at the Federal University of Viçosa, Brazil. He earned his PhD from the University of São Paulo, Brazil. His expertise lies in differential geometry, singularity theory, and random complex dynamics.

Masaru Hasegawa is currently an Assistant Professor at Iwate Medical University, Japan. He earned his PhD from Saitama University, Japan, where he also held a postdoctoral position. Additionally, he completed another postdoctoral position at the University of São Paulo, Brazil. His research focuses on applying singularity theory to differential geometry.

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