Hong Kong < Hongrie < Inde

Facettes : Author.f AffPays.f

List of bibliographic references

Number of relevant bibliographic references: 29.
[0-20] [0 - 20][0 - 29][20-28][20-40]

Ident.	Authors (with country if any)	Title
000163 (2016)	Jorge Almeida [Portugal] ; Miguel Couceiro [France] ; Tamas Waldhauser [Hongrie]	On the topological semigroup of equational classes of finite functions under composition
000177 (2016)	Miguel Couceiro [France] ; Lucien Haddad [Canada] ; Karsten Schölzel [Luxembourg (pays)] ; Tamas Waldhauser [Hongrie]	A Solution to a Problem of D. Lau: Complete Classification of Intervals in the Lattice of Partial Boolean Clones
000181 (2015-12-17)	Miguel Couceiro [France] ; Didier Dubois [France] ; Henri Prade [France] ; Tamas Waldhauser [Hongrie]	Decision-making with sugeno integrals
000403 (2015-08-14)	Miguel Couceiro [France] ; Lucien Haddad [Canada] ; Karsten Schölzel [Luxembourg (pays)] ; Tamas Waldhauser [Hongrie]	On the interval of strong partial clones of Boolean functions containing Pol({(0,0),(0,1),(1,0)})
000571 (2015-04-20)	Miguel Couceiro [France] ; Tamas Waldhauser [Hongrie]	Lattice-Theoretic Approach to Version Spaces in Qualitative Decision Making
000789 (2015)	Miguel Couceiro [France] ; Erkko Lehtonen [Portugal] ; Tamas Waldhauser [Hongrie]	On equational definability of function classes
000B61 (2014-05-19)	Miguel Couceiro [France] ; Lucien Haddad [Canada] ; Karsten Schölzel [Luxembourg (pays)] ; Tamas Waldhauser [Hongrie]	Relation Graphs and Partial Clones on a 2-Element Set
000D82 (2014)	Laszlo Szathmary [Hongrie] ; Petko Valtchev [Canada] ; Amedeo Napoli [France] ; Robert Godin [Canada] ; Alix Boc [Canada] ; Vladimir Makarenkov [Canada]	A fast compound algorithm for mining generators, closed itemsets, and computing links between equivalence classes
001233 (2013-05-22)	Miguel Couceiro [France] ; Tamas Waldhauser [Hongrie] ; Jorge Almeida [Portugal]	On the Semigroup of Equational Classes of Finite Functions
001234 (2013-05-22)	Miguel Couceiro [France] ; Lucien Haddad [Canada] ; Karsten Schölzel [Luxembourg (pays)] ; Tamas Waldhauser [Hongrie]	A Solution to a Problem of D. Lau: Complete Classification of Intervals in the Lattice of Partial Boolean Clones
001369 (2013)	Miguel Couceiro [France] ; Erkko Lehtonen [Luxembourg (pays)] ; Tamas Waldhauser [Hongrie]	Parametrized arity gap
001740 (2013)	K. Joost Batenburg [Pays-Bas, Belgique] ; Willem Jan Palenstijn [Belgique] ; Peter Balazs [Hongrie] ; Jan Sijbers [Belgique]	Dynamic angle selection in binary tomography
001A19 (2012-08-27)	Miguel Couceiro [France] ; Didier Dubois [France] ; Henri Prade [France] ; Tamas Waldhauser [Hongrie]	Decision-making with Sugeno integrals: DMU vs. MCDM
001A59 (2012-07-09)	Miguel Couceiro [France] ; Didier Dubois [France] ; Henri Prade [France] ; Agnès Rico [France] ; Tamas Waldhauser [Hongrie]	General Interpolation by Polynomial Functions of Distributive Lattices
001B67 (2012-05-14)	Miguel Couceiro [France] ; Jean-Luc Marichal ; Tamas Waldhauser [Hongrie]	Hierarchies of Local Monotonicities and Lattice Derivatives for Boolean and Pseudo-Boolean Functions
001B68 (2012-05-14)	Miguel Couceiro [France] ; Erkko Lehtonen ; Tamas Waldhauser [Hongrie]	GAP vs. PAG
001F69 (2012)	Laszlo Szathmary [Hongrie] ; Petko Valtchev [Canada] ; Amedeo Napoli [France] ; Robert Godin [Canada]	Finding minimal rare itemsets in a depth-first manner
001F74 (2012)	Laszlo Szathmary [Hongrie] ; Petko Valtchev [Canada] ; Amedeo Napoli [France] ; Robert Godin [Canada]	Efficient Vertical Mining of Minimal Rare Itemsets
002788 (2011)	Sándor Vágvölgyi [Hongrie]	CHAP and rewrite components
002789 (2011)	K. Joost Batenburg [Pays-Bas, Belgique] ; Wagner Fortes [Pays-Bas] ; Lajos Hajdu [Hongrie] ; Robert Tijdeman [Pays-Bas]	Bounds on the Difference between Reconstructions in Binary Tomography
004340 (2008)	Agnes Peterfalvi ; Eva Gomori ; Tamas Magyarlaki ; Jozsef Pal ; Miklos Banati ; Andras Javorhazy ; Julia Szekeres-Bartho [Hongrie] ; Laszlo Szereday [Hongrie] ; Zsolt Illes [Hongrie]	Invariant Vα7.2-Jα33 TCR is expressed in human kidney and brain tumors indicating infiltration by mucosal-associated invariant T (MAIT) cells

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