Add to ORKGWe study sequences of positive numbers satisfying a reverse Minkowski condition. In particular, we classify those monotonic decreasing sequences which can be rearranged to satisfy such a condition
We classify weights which map reverse Hölder weight spaces to other reverse Hölder weight spaces un...
The class of binary recurrence relations is the mother of many important integer sequences. Fibonacc...
AbstractWe prove that certain classes of sequences of positive real numbers satisfy some selection p...
We study sequences of positive numbers satisfying a reverse Minkowski condition. In particular, we c...
AbstractFirst, our main result is the reverse theorem in mathematical programming problems, where ob...
In this paper we establish a new inverse inequality of Hilbert type for a finite number of positive ...
summary:The notion of reverse of any binary operation on the unit interval is introduced. The proper...
AbstractQuasi-linear functions generate sequence transformation methods whose conditioning depends u...
Abstract: Using the techniques of reverse mathematics, we analyze the logical strength of statements...
We enumerate and characterize some classes of alternating and reverse alternating involutions avoidi...
AbstractWe give an overview of the role of equicontinuity of sequences of real-valued functions on [...
AbstractWe continue investigation of classes of sequences of positive real numbers satisfying some s...
summary:The first explicit example of a positive semidefinite double sequence which is not a moment ...
Abstract. In their study of isometries of Lorentz sequence spaces Beckenstein and Narici (Indian J. ...
Abstract. We prove an inequality on positive real numbers, that looks like a reverse to the well-kno...
We classify weights which map reverse Hölder weight spaces to other reverse Hölder weight spaces un...
The class of binary recurrence relations is the mother of many important integer sequences. Fibonacc...
AbstractWe prove that certain classes of sequences of positive real numbers satisfy some selection p...
We study sequences of positive numbers satisfying a reverse Minkowski condition. In particular, we c...
AbstractFirst, our main result is the reverse theorem in mathematical programming problems, where ob...
In this paper we establish a new inverse inequality of Hilbert type for a finite number of positive ...
summary:The notion of reverse of any binary operation on the unit interval is introduced. The proper...
AbstractQuasi-linear functions generate sequence transformation methods whose conditioning depends u...
Abstract: Using the techniques of reverse mathematics, we analyze the logical strength of statements...
We enumerate and characterize some classes of alternating and reverse alternating involutions avoidi...
AbstractWe give an overview of the role of equicontinuity of sequences of real-valued functions on [...
AbstractWe continue investigation of classes of sequences of positive real numbers satisfying some s...
summary:The first explicit example of a positive semidefinite double sequence which is not a moment ...
Abstract. In their study of isometries of Lorentz sequence spaces Beckenstein and Narici (Indian J. ...
Abstract. We prove an inequality on positive real numbers, that looks like a reverse to the well-kno...
We classify weights which map reverse Hölder weight spaces to other reverse Hölder weight spaces un...
The class of binary recurrence relations is the mother of many important integer sequences. Fibonacc...
AbstractWe prove that certain classes of sequences of positive real numbers satisfy some selection p...