Aquivos por Autor: Plakhov, Alexander
Local Structure of Convex Surfaces near Regular and Conical Points
Title: Local Structure of Convex Surfaces near Regular and Conical Points
Author(s): Plakhov, Alexander
Source: AXIOMS, 11 (8): AUG 2022
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A solution to Newton’s least resistance problem is uniquely defined by its singular set
Title: A solution to Newton’s least resistance problem is uniquely defined by its singular set
Author(s): Plakhov, Alexander
Source: CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS, 61 (5): OCT 2022
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A solution to Newton’s least resistance problem is uniquely defined by its singular set
Title: A solution to Newton’s least resistance problem is uniquely defined by its singular set
Author(s): Plakhov, Alexander
Source: CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS, 61 (5): OCT 2022
… Continuar a ler
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Comentários fechados em A solution to Newton’s least resistance problem is uniquely defined by its singular set
Problems of Minimal Resistance and the Kakeya Problem
Title: Problems of Minimal Resistance and the Kakeya Problem
Author(s): Plakhov, Alexander
Source: SIAM REVIEW, 57 (3): 421-434 2015
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Comentários fechados em Problems of Minimal Resistance and the Kakeya Problem
Problems of Minimal Resistance and the Kakeya Problem
Title: Problems of Minimal Resistance and the Kakeya Problem
Author(s): Plakhov, Alexander
Source: SIAM REVIEW, 57 (3): 421-434 2015
Document Type: Article Continuar a ler
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Comentários fechados em Problems of Minimal Resistance and the Kakeya Problem
THE PROBLEM OF MINIMAL RESISTANCE FOR FUNCTIONS AND DOMAINS
Title: THE PROBLEM OF MINIMAL RESISTANCE FOR FUNCTIONS AND DOMAINS
Author(s): Plakhov, Alexander
Source: SIAM JOURNAL ON MATHEMATICAL ANALYSIS, 46 (4): 2730-2742 2014
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Comentários fechados em THE PROBLEM OF MINIMAL RESISTANCE FOR FUNCTIONS AND DOMAINS