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On the maximal subgroup of the sandwich semigroup of generalized circulant Boolean matrices

Jinsong Chen, Yi Jia Tan (2006)

Czechoslovak Mathematical Journal

Let n be a positive integer, and C n ( r ) the set of all n × n r -circulant matrices over the Boolean algebra B = { 0 , 1 } , G n = r = 0 n - 1 C n ( r ) . For any fixed r -circulant matrix C ( C 0 ) in G n , we define an operation “ * ” in G n as follows: A * B = A C B for any A , B in G n , where A C B is the usual product of Boolean matrices. Then ( G n , * ) is a semigroup. We denote this semigroup by G n ( C ) and call it the sandwich semigroup of generalized circulant...

On the number of finite algebraic structures

Erhard Aichinger, Peter Mayr, R. McKenzie (2014)

Journal of the European Mathematical Society

We prove that every clone of operations on a finite set A , if it contains a Malcev operation, is finitely related – i.e., identical with the clone of all operations respecting R for some finitary relation R over A . It follows that for a fixed finite set A , the set of all such Malcev clones is countable. This completes the solution of a problem that was first formulated in 1980, or earlier: how many Malcev clones can finite sets support? More generally, we prove that every finite algebra with few...

On the paracompactness of frames

Xiangdong Chen (1992)

Commentationes Mathematicae Universitatis Carolinae

Through the study of frame congruences, new characterizations of the paracompactness of frames are obtained.

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