DOIAbstract
summary:The notion of reverse of any binary operation on the unit interval is introduced. The properties of reverses of some binary operations are studied and some applications of reverses are indicated
summary:The notion of reverse of any binary operation on the unit interval is introduced. The properties of reverses of some binary operations are studied and some applications of reverses are indicated
Reverse order laws for generalized inverses of products of matrices are a class of algebraic matrix ...
Given a permutation $\pi$, the application of prefix reversal $f^{(i)}$ to $\pi$ reverses the order ...
Given a permutation pi, the application of prefix reversal f((i)) to pi reverses the order of the fi...
summary:The notion of reverse of any binary operation on the unit interval is introduced. The proper...
We introduce the concept of reverse subsystem and prove that the necessary and sufficient condition ...
AbstractFirst, our main result is the reverse theorem in mathematical programming problems, where ob...
A binary operation is a calculus that combines two elements to obtain another elements. It seems qui...
We study the reverse mathematics of interval orders. We establish the logical strength of the implic...
For systems of equations and/or inequalities under interval uncertainty, interval computations usual...
This paper revisits the problem of sorting by reversals with tools developed in the context of detec...
AMS Subject Classication: 05A18, 05C90, 03E02, 91D30 Abstract. A new binary operation on the family ...
Summary. Formalizes the basic concepts of binary arithmetic and its related operations. We present t...
AbstractIn this paper, we offer purely algebraic necessary and sufficient conditions for reverse ord...
We study sequences of positive numbers satisfying a reverse Minkowski condition. In particular, we c...
We analyze some specific aspects concerning conditional orderings and relations among them. To this ...
Reverse order laws for generalized inverses of products of matrices are a class of algebraic matrix ...
Given a permutation $\pi$, the application of prefix reversal $f^{(i)}$ to $\pi$ reverses the order ...
Given a permutation pi, the application of prefix reversal f((i)) to pi reverses the order of the fi...
summary:The notion of reverse of any binary operation on the unit interval is introduced. The proper...
We introduce the concept of reverse subsystem and prove that the necessary and sufficient condition ...
AbstractFirst, our main result is the reverse theorem in mathematical programming problems, where ob...
A binary operation is a calculus that combines two elements to obtain another elements. It seems qui...
We study the reverse mathematics of interval orders. We establish the logical strength of the implic...
For systems of equations and/or inequalities under interval uncertainty, interval computations usual...
This paper revisits the problem of sorting by reversals with tools developed in the context of detec...
AMS Subject Classication: 05A18, 05C90, 03E02, 91D30 Abstract. A new binary operation on the family ...
Summary. Formalizes the basic concepts of binary arithmetic and its related operations. We present t...
AbstractIn this paper, we offer purely algebraic necessary and sufficient conditions for reverse ord...
We study sequences of positive numbers satisfying a reverse Minkowski condition. In particular, we c...
We analyze some specific aspects concerning conditional orderings and relations among them. To this ...
Reverse order laws for generalized inverses of products of matrices are a class of algebraic matrix ...
Given a permutation $\pi$, the application of prefix reversal $f^{(i)}$ to $\pi$ reverses the order ...
Given a permutation pi, the application of prefix reversal f((i)) to pi reverses the order of the fi...
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