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Hypograph (mathematics)
Known as:
Hypograph
In mathematics, the hypograph or subgraph of a function f : Rn → R is the set of points lying on or below its graph: and the strict hypograph of the…
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Related topics
Related topics
7 relations
Concave function
Convex set
Epigraph (mathematics)
Graph of a function
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Broader (1)
Convex analysis
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
Spatial random field models based on Lévy indicator convolutions
T. Opitz
2017
Corpus ID: 88523168
Process convolutions yield random fields with flexible marginal distributions and dependence beyond Gaussianity, but statistical…
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2017
2017
A Lagrangian approach for scalar multi-d conservation laws
S. Bianchini
,
P. Bonicatto
,
Elio Marconi
2017
Corpus ID: 8149725
We introduce a notion of Lagrangian representation for entropy solutions to scalar conservation laws in several space dimension…
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2016
2016
Hierarchical Modeling of Multidimensional Data in Regularly Decomposed Spaces: Implementation on Computer
O. Guye
arXiv.org
2016
Corpus ID: 438661
The described works have been carried out in the framework of a mid-term study initiated by the Centre Electronique de l'Armement…
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2015
2015
A Robust Mixed Integer Optimization Model to Utilize Regenerative Energy of Trains in a Railway Network
Shuvomoy Das Gupta
,
J. Tobin
,
Lacra Pavel
2015
Corpus ID: 119171454
In this paper we present a robust mixed integer optimization model to utilize regenerative braking energy produced by trains in a…
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2013
2013
Free semidefinite representation of matrix power functions
J. Helton
,
Jiawang Nie
,
Jeremy S. Semko
2013
Corpus ID: 119253475
2012
2012
A Topological position of the Set of strongly discontinuous Maps in the Set of upper Semi-continuous Maps
Hanbiao Yang
,
Liu Yang
Quantitative Logic and Soft Computing
2012
Corpus ID: 123872649
Let X = (X, d) be a metric space. We use USC(X) to denote the family of all the upper semi-continuous maps from X to I = [0, 1…
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2005
2005
A viability approach to Hamilton-Jacobi equations: application to concave highway traffic flux functions
J. Aubin
,
A. Bayen
,
P. Saint-Pierre
Proceedings of the 44th IEEE Conference on…
2005
Corpus ID: 6810310
This paper presents a new approach which links the solution to a particular Hamilton-Jacobi partial differential equation to the…
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2001
2001
Self-concordant barriers for hyperbolic means
A. Lewis
,
Hristo S. Sendov
Mathematical programming
2001
Corpus ID: 17075635
Abstract.The geometric mean and the function (det(·))1/m (on the m-by-m positive definite matrices) are examples of “hyperbolic…
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1999
1999
CORR 99-31 Self-Concordant Barriers for Hyperbolic Means
A. Lewis
,
Hristo S. Sendov
1999
Corpus ID: 54074618
The geometric mean and the function (det( )) (on the mby-m positive de nite matrices) are examples of \hyperbolic means…
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1982
1982
Cone lattices of upper semicontinuous functions
G. Beer
1982
Corpus ID: 109931091
Let X be a compact metric space. A well-known theorem of M. H. Stone states that if Q is a vector lattice of continuous functions…
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