Add to ORKGAbstract. In this survey, we explain and discuss some recent results concerning the close connection between Carlson type inequalities and interpolation theory. In particular, we point out that a fairly general Carlson type inequality can be used to extend the usefulness of the Gustavsson–Peetre 〈·〉ϕ interpolation method
AbstractAn extension of Carlson's inequality is made by using the Euler–Maclaurin summation formula....
We prove some interpolation inequalities which arise in the analysis of pattern formation in physics...
It is well known that real as well as complex interpolation is closely related to corresponding ineq...
Collecting all the results on the particular types of inequalities, the coverage of this book is uni...
Collecting all the results on the particular types of inequalities, the coverage of this book is uni...
Some examples of the close interaction between inequalities and interpolation are presented and disc...
A scale of Carlson type inequalities are proved and the best constants are found. Some multidimensio...
A scale of Carlson type inequalities are proved and the best constants are found. Some multidimensi...
A scale of Carlson type inequalities are proved and the best constants are found. Some multidimensio...
A scale of Carlson type inequalities are proved and the best constants are found. Some multidimensio...
A scale of Carlson type inequalities are proved and the best constants are found. Some multidimensio...
A carefully written Nirenberg’s proof of the famous Gagliardo–Nirenberg interpolation inequality for...
A carefully written Nirenberg’s proof of the famous Gagliardo–Nirenberg interpolation inequality for...
We consider some elementary proofs of local versions of CLARKSON's inequalities and point out the fa...
Abstract. We prove some interpolation inequalities which arise in the analysis of pattern formation ...
AbstractAn extension of Carlson's inequality is made by using the Euler–Maclaurin summation formula....
We prove some interpolation inequalities which arise in the analysis of pattern formation in physics...
It is well known that real as well as complex interpolation is closely related to corresponding ineq...
Collecting all the results on the particular types of inequalities, the coverage of this book is uni...
Collecting all the results on the particular types of inequalities, the coverage of this book is uni...
Some examples of the close interaction between inequalities and interpolation are presented and disc...
A scale of Carlson type inequalities are proved and the best constants are found. Some multidimensio...
A scale of Carlson type inequalities are proved and the best constants are found. Some multidimensi...
A scale of Carlson type inequalities are proved and the best constants are found. Some multidimensio...
A scale of Carlson type inequalities are proved and the best constants are found. Some multidimensio...
A scale of Carlson type inequalities are proved and the best constants are found. Some multidimensio...
A carefully written Nirenberg’s proof of the famous Gagliardo–Nirenberg interpolation inequality for...
A carefully written Nirenberg’s proof of the famous Gagliardo–Nirenberg interpolation inequality for...
We consider some elementary proofs of local versions of CLARKSON's inequalities and point out the fa...
Abstract. We prove some interpolation inequalities which arise in the analysis of pattern formation ...
AbstractAn extension of Carlson's inequality is made by using the Euler–Maclaurin summation formula....
We prove some interpolation inequalities which arise in the analysis of pattern formation in physics...
It is well known that real as well as complex interpolation is closely related to corresponding ineq...