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Dieudonné's theorem

Known as: Dieudonne theorem, Dieudonne's theorem, Dieudonné theorem 
In mathematics, Dieudonné's theorem, named after Jean Dieudonné, is a theorem on when the Minkowski sum of closed sets is closed.
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Papers overview

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2017
2017
I have the honour to submit to the Royal Society of London an apparatus which I have invented, after having witnessed an… Expand
2012
2012
In this paper, we show that via a novel construction every rank-3 root system induces a root system of rank 4. Via the Cartan… Expand
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Review
2011
Review
2011
ly considered from such construction; and which doth accompany it though otherwise constructed than is supposed.7 Wallis thus saw… Expand
2010
2010
Like the classical Cartan-Dieudonne theorem, the sheaf-theoretic version shows that [FORMULA]-isometries on a convenient [FORMULA… Expand
2009
2009
Models of household economics require an understanding of economic interactions in families. Social ties, repetition and reduced… Expand
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2009
2009
In the present paper, we prove a substantially improved version of the Pontryagin maximum principle for convex multidimensional… Expand
Review
2007
Review
2007
In this paper we suggest to use the B formal method to model a protocol dedicated to smart cards. We use a pragmatic approach to… Expand
2003
2003
We prove that in the character group of an abelian topological group, the topology associated (in a standard way) to the… Expand
1997
1997
  • K. Min, L. Nel
  • Appl. Categorical Struct.
  • 1997
  • Corpus ID: 32217881
We establish, via auxiliary categories, a version of Newton’s method applicable to nonnormable spaces. We illustrate it with an… Expand
1995