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Idempotence
Known as:
Idempotence (computer science)
, Idempotent
, Idempotent function
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Idempotence (/ˌaɪdᵻmˈpoʊtəns/ EYE-dəm-POH-təns) is the property of certain operations in mathematics and computer science, that can be applied…
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Related topics
Related topics
37 relations
Basis (linear algebra)
Bell polynomials
Boolean algebra
Computer science
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Broader (1)
Theoretical computer science
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2013
2013
On the distributivity of uninorms over nullnorms
A. Xie
,
Huawen Liu
Fuzzy Sets Syst.
2013
Corpus ID: 33655614
Highly Cited
2011
Highly Cited
2011
Hölder and Minkowski type inequalities for pseudo-integral
H. Agahi
,
Yao Ouyang
,
R. Mesiar
,
E. Pap
,
Mirjana Štrboja
Applied Mathematics and Computation
2011
Corpus ID: 18569326
2003
2003
‘ Fuzzy ’ vs ‘ Non-fuzzy ’ in Combining Classifiers Designed by Boosting
L. Kuncheva
2003
Corpus ID: 9766852
Boosting is recognized as one of the most successful techniques for generating classifier ensembles. Typically, the classifier…
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Highly Cited
2001
Highly Cited
2001
March-based RAM diagnosis algorithms for stuck-at and coupling faults
Jin-Fu Li
,
Kuo-Liang Cheng
,
Chih-Tsun Huang
,
Cheng-Wen Wu
Proceedings International Test Conference (Cat…
2001
Corpus ID: 21086316
Diagnosis technique plays a key role during the rapid development of the semiconductor memories, for catching the design and…
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1996
1996
A counterexample on idempotent states on a compact quantum group
Arupkumar Pal
1996
Corpus ID: 120279869
A simple example is given to illustrate that an idempotent state may not be the Haar state of any subgroup in the case of compact…
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Highly Cited
1993
Highly Cited
1993
Abundant semigroups with a multiplicative type A transversal
A. El-Qallali
1993
Corpus ID: 122274120
A complete description is given for the structure of a class of semigroups consisting of all abundant semigroupsS in which the…
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1989
1989
Construction of regular semigroups with inverse transversals
Tatsuhiko Saito
Proceedings of the Edinburgh Mathematical Society
1989
Corpus ID: 96458460
Let S be a regular semigroup. An inverse subsemigroup S° of S is an inverse transversal if |V(x)∩S°| = 1 for each x∈S, where V(x…
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1988
1988
Transformation Rules for GHC Programs
K. Ueda
,
K. Furukawa
Fifth Generation Computer Systems
1988
Corpus ID: 2868013
Transformation rules for (Flat) GHC programs are presented, which re ne the previous rules proposed by one of the authors…
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1987
1987
Codes on the Klein quartic, ideals, and decoding
J. Hansen
IEEE Transactions on Information Theory
1987
Corpus ID: 42978773
A sequence of codes with particular symmetries and with large rates compared to their minimal distances is constructed over the…
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Highly Cited
1971
Highly Cited
1971
Inner ideals in quadratic Jordan algebras
K. Mccrimmon
1971
Corpus ID: 54062560
The inner ideals play a role in the theory of quadratic Jordan algebras analogous to that played by the one-sided ideals in the…
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