AbstractWe establish in a setting of harmonic analysis precise relationships between combinatorial measurements and Orlicz norms. These relationships further extend and sharpen prior results concerning extensions of the Littlewood 2n/(n+1)-inequalities, the n-dimensional Khintchin inequalities, and the Kahane–Khintchin inequality
Breit D, Diening L. Sharp conditions for Korn inequalities in Orlicz spaces. Journal of Mathematical...
This thesis is chiefly concerned with a classical conjecture of Littlewood's regarding the L¹-norm o...
Abstract. This paper makes two contributions towards determining some well-studied optimal constants...
We establish in a setting of harmonic analysis precise relationships between combinatorial measureme...
AbstractFollowing the work in a previous paper, we establish in a setting of harmonic analysis furth...
AbstractSeveral inequalities of Kahane-Khintchine′s type in certain Orlicz spaces are proved. For th...
Several inequalities of Kahane-Khintchine's type in certain Orlicz spaces are proved. For this, the ...
International audienceA key tool in recent advances in understanding arithmetic progressions and oth...
Abstract. A key tool in recent advances in understanding arithmetic progres-sions and other patterns...
We relate Orlicz-Hardy inequalities on a bounded Euclidean domain to certain fatness conditions on ...
У овој докторској дисертацији добијени су неки резултети у области теорије графова и њених примена.I...
AbstractIn this paper, essentially developing the Stein method, we prove the Kolmogorov–Stein inequa...
Ahlswede R, Khachatrian L. Towards characterising equality in correlation inequalities. European J. ...
The purpose of this note is to showcase a certain line of research that connects harmonic analysis, ...
summary:We use Simonenko quantitative indices of an $\Cal N$-function $\Phi$ to estimate two paramet...
Breit D, Diening L. Sharp conditions for Korn inequalities in Orlicz spaces. Journal of Mathematical...
This thesis is chiefly concerned with a classical conjecture of Littlewood's regarding the L¹-norm o...
Abstract. This paper makes two contributions towards determining some well-studied optimal constants...
We establish in a setting of harmonic analysis precise relationships between combinatorial measureme...
AbstractFollowing the work in a previous paper, we establish in a setting of harmonic analysis furth...
AbstractSeveral inequalities of Kahane-Khintchine′s type in certain Orlicz spaces are proved. For th...
Several inequalities of Kahane-Khintchine's type in certain Orlicz spaces are proved. For this, the ...
International audienceA key tool in recent advances in understanding arithmetic progressions and oth...
Abstract. A key tool in recent advances in understanding arithmetic progres-sions and other patterns...
We relate Orlicz-Hardy inequalities on a bounded Euclidean domain to certain fatness conditions on ...
У овој докторској дисертацији добијени су неки резултети у области теорије графова и њених примена.I...
AbstractIn this paper, essentially developing the Stein method, we prove the Kolmogorov–Stein inequa...
Ahlswede R, Khachatrian L. Towards characterising equality in correlation inequalities. European J. ...
The purpose of this note is to showcase a certain line of research that connects harmonic analysis, ...
summary:We use Simonenko quantitative indices of an $\Cal N$-function $\Phi$ to estimate two paramet...
Breit D, Diening L. Sharp conditions for Korn inequalities in Orlicz spaces. Journal of Mathematical...
This thesis is chiefly concerned with a classical conjecture of Littlewood's regarding the L¹-norm o...
Abstract. This paper makes two contributions towards determining some well-studied optimal constants...
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