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The Sharp Quantitative Isoperimetric Inequality
by
Fusco, N.
, Maggi, F.
, Pratelli, A.
in
Asymmetry
/ Coordinate systems
/ Cubes
/ Exact sciences and technology
/ Fubinis theorem
/ General mathematics
/ General, history and biography
/ Hyperplanes
/ Mathematical functions
/ Mathematical inequalities
/ Mathematical theorems
/ Mathematics
/ Sciences and techniques of general use
/ Symmetry
/ Unit vectors
2008
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The Sharp Quantitative Isoperimetric Inequality
by
Fusco, N.
, Maggi, F.
, Pratelli, A.
in
Asymmetry
/ Coordinate systems
/ Cubes
/ Exact sciences and technology
/ Fubinis theorem
/ General mathematics
/ General, history and biography
/ Hyperplanes
/ Mathematical functions
/ Mathematical inequalities
/ Mathematical theorems
/ Mathematics
/ Sciences and techniques of general use
/ Symmetry
/ Unit vectors
2008
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Do you wish to request the book?
The Sharp Quantitative Isoperimetric Inequality
by
Fusco, N.
, Maggi, F.
, Pratelli, A.
in
Asymmetry
/ Coordinate systems
/ Cubes
/ Exact sciences and technology
/ Fubinis theorem
/ General mathematics
/ General, history and biography
/ Hyperplanes
/ Mathematical functions
/ Mathematical inequalities
/ Mathematical theorems
/ Mathematics
/ Sciences and techniques of general use
/ Symmetry
/ Unit vectors
2008
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Journal Article
The Sharp Quantitative Isoperimetric Inequality
2008
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Overview
A quantitative sharp form of the classical isoperimetric inequality is proved, thus giving a positive answer to a conjecture by Hall.
Publisher
Princeton University Press
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