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Incidence poset
In mathematics, an incidence poset or incidence order is a type of partially ordered set that represents the incidence relation between vertices and…
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Related topics
Related topics
3 relations
Broader (1)
Graph theory
Incidence matrix
Schnyder's theorem
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2019
2019
Generating Posets Beyond N
U. Fahrenberg
,
Christian Johansen
,
G. Struth
,
Ratan Bahadur Thapa
International Conference on Relational and…
2019
Corpus ID: 204512420
We introduce iposets—posets with interfaces—equipped with a novel gluing composition along interfaces and the standard parallel…
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2015
2015
On containment graphs of paths in a tree
Liliana Alcón
,
Noemí Gudiño
,
M. Gutierrez
Electron. Notes Discret. Math.
2015
Corpus ID: 39083959
2014
2014
Use of high density SNP genotypes to determine the breed composition of cross bred dairy cattle in smallholder farms: Assessment of reproductive and health performance
F. Mujibi
,
J. Ojango
,
+10 authors
Titus Karanja
2014
Corpus ID: 59043611
Reproductive performance and disease data were recorded for 2 years on 1,824 dairy cows in smallholder farms using participatory…
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2011
2011
Ramsey Property of Posets and Related Structures
Miodrag Sokic
2011
Corpus ID: 125221281
We study several classes of nite posets with linear ordering. We examine these classes according to the Ramsey and the ordering…
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Review
2010
Review
2010
States as Morphisms
F. Chovanec
,
R. Fric
2010
Corpus ID: 67766954
Using elementary categorical methods, we survey recent results concerning D-posets (equivalently effect algebras) of fuzzy sets…
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2009
2009
An anhomomorphic logic for quantum mechanics
S. Gudder
2009
Corpus ID: 10842408
Although various schemes for anhomomorphic logics for quantum mechanics have been considered in the past we shall mainly…
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2008
2008
Extension of domains of states
R. Fric
Soft Computing - A Fusion of Foundations…
2008
Corpus ID: 36692759
We deal with categorical aspects of the extensions of generalized probability measures. In particular, we study various domains…
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1999
1999
The maximum number of edges in a graph of bounded dimension, with applications to ring theory
G. Agnarsson
,
S. Felsner
,
W. T. Trotter
Discrete Mathematics
1999
Corpus ID: 7699767
1991
1991
Abstract interpretation of functional languages: from theory to practice
Sebastian Hunt
1991
Corpus ID: 91186082
Interpretation of Functional Languages: From Theory to Practice
1972
1972
Height on posets and graphs
L. Haskins
,
Stanley P. Gudder
Discrete Mathematics
1972
Corpus ID: 9061001
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