Add to ORKGAny symmetrization (Schwarz, Steiner, cap or increasing rearrange-ment) can be approximated by a universal sequence of polarizations which converges in Lp norm for any admissible function in Lp, 1 ≤ p < +∞, and uniformly with respect to admissible continuous functions. A new Pólya-Szegö inequality is proved for the increasing rearrangement
It is proved an analogues of polarization formula and polarization inequality and Martin’s formula f...
We prove that a nonlocal functional approximating the standard Dirichlet p-norm fails to decrease un...
Abstract. The polarization P(A) of a closed or open set A ⊂ C is defined as follows: If z, z ̄ ∈ A ...
Any symmetrization (Schwarz, Steiner, cap or increasing rearrangement) can be approximated by a univ...
The purpose of this thesis is twofold. On the one hand, it aims to give a thorough review and exposi...
The purpose of this thesis is twofold. On the one hand, it aims to give a thorough review and exposi...
We give an explicit sequence of polarizations such that for every measurable function, the sequence ...
We give a sufficient condition in order that a sequence of cap or Steiner symmetrizations or of pola...
Abstract. We give a sufficient condition in order that a sequence of cap or Steiner symmetrizations ...
We give a sufficient condition in order that a sequence of cap or Steiner symmetrizations or of pola...
ABSTRACT. We derive conditions under which random sequences of polariza-tions (two-point symmetrizat...
We are interested in the polar factorization of a function f defined in an open bounded subset of ...
We are interested in the polar factorization of a function f defined in an open bounded subset of ...
We are interested in the polar factorization of a function f defined in an open bounded subset of ...
We are interested in the polar factorization of a function f defined in an open bounded subset of ...
It is proved an analogues of polarization formula and polarization inequality and Martin’s formula f...
We prove that a nonlocal functional approximating the standard Dirichlet p-norm fails to decrease un...
Abstract. The polarization P(A) of a closed or open set A ⊂ C is defined as follows: If z, z ̄ ∈ A ...
Any symmetrization (Schwarz, Steiner, cap or increasing rearrangement) can be approximated by a univ...
The purpose of this thesis is twofold. On the one hand, it aims to give a thorough review and exposi...
The purpose of this thesis is twofold. On the one hand, it aims to give a thorough review and exposi...
We give an explicit sequence of polarizations such that for every measurable function, the sequence ...
We give a sufficient condition in order that a sequence of cap or Steiner symmetrizations or of pola...
Abstract. We give a sufficient condition in order that a sequence of cap or Steiner symmetrizations ...
We give a sufficient condition in order that a sequence of cap or Steiner symmetrizations or of pola...
ABSTRACT. We derive conditions under which random sequences of polariza-tions (two-point symmetrizat...
We are interested in the polar factorization of a function f defined in an open bounded subset of ...
We are interested in the polar factorization of a function f defined in an open bounded subset of ...
We are interested in the polar factorization of a function f defined in an open bounded subset of ...
We are interested in the polar factorization of a function f defined in an open bounded subset of ...
It is proved an analogues of polarization formula and polarization inequality and Martin’s formula f...
We prove that a nonlocal functional approximating the standard Dirichlet p-norm fails to decrease un...
Abstract. The polarization P(A) of a closed or open set A ⊂ C is defined as follows: If z, z ̄ ∈ A ...