In this paper we have obtained the boundedness of bilinear Littlewood-Paley operators on the circle group T by using appropriate transference techniques. In particular, bilinear analogue of Carleson's Littlewood-Paley result for all possible indices has been obtained. Also, we prove some bilinear analogues of de Leeuw's results concerning multipliers of Rn
We prove certain $L^2(\mathbb{R}^n)$ bilinear estimates for Fourier extension operators associated t...
We give de Leeuw-type transference theorems for bilinear multipliers. In particular, it is shown tha...
We give de Leeuw-type transference theorems for bilinear multipliers. In particular, it is shown tha...
AbstractIn this work, some bilinear analogues of linear Littlewood–Paley theory are explored. Parapr...
In this dissertation we further develop the bilinear theory of vector valued Calderoón-Zygmund opera...
In this dissertation we further develop the bilinear theory of vector valued Calderoón-Zygmund opera...
This paper proves the Lp-boundedness of general bilinear operators associated to a symbol or multipl...
This paper proves the Lp-boundedness of general bilinear operators associated to a symbol or multipl...
summary:We give one sufficient and two necessary conditions for boundedness between Lebesgue or Lore...
summary:We give one sufficient and two necessary conditions for boundedness between Lebesgue or Lore...
In this paper we introduce Stein's square function associated with bilinear Bochner-Riesz means and ...
We announce the Lp-boundedness of general bilinear operators associated to a symbol or multiplier wh...
We announce the Lp-boundedness of general bilinear operators associated to a symbol or multiplier wh...
We announce the Lp-boundedness of general bilinear operators associated to a symbol or multiplier wh...
2nd version to appear in Mathematische Nachrichten.We prove Paley-Littlewood decompositions for the ...
We prove certain $L^2(\mathbb{R}^n)$ bilinear estimates for Fourier extension operators associated t...
We give de Leeuw-type transference theorems for bilinear multipliers. In particular, it is shown tha...
We give de Leeuw-type transference theorems for bilinear multipliers. In particular, it is shown tha...
AbstractIn this work, some bilinear analogues of linear Littlewood–Paley theory are explored. Parapr...
In this dissertation we further develop the bilinear theory of vector valued Calderoón-Zygmund opera...
In this dissertation we further develop the bilinear theory of vector valued Calderoón-Zygmund opera...
This paper proves the Lp-boundedness of general bilinear operators associated to a symbol or multipl...
This paper proves the Lp-boundedness of general bilinear operators associated to a symbol or multipl...
summary:We give one sufficient and two necessary conditions for boundedness between Lebesgue or Lore...
summary:We give one sufficient and two necessary conditions for boundedness between Lebesgue or Lore...
In this paper we introduce Stein's square function associated with bilinear Bochner-Riesz means and ...
We announce the Lp-boundedness of general bilinear operators associated to a symbol or multiplier wh...
We announce the Lp-boundedness of general bilinear operators associated to a symbol or multiplier wh...
We announce the Lp-boundedness of general bilinear operators associated to a symbol or multiplier wh...
2nd version to appear in Mathematische Nachrichten.We prove Paley-Littlewood decompositions for the ...
We prove certain $L^2(\mathbb{R}^n)$ bilinear estimates for Fourier extension operators associated t...
We give de Leeuw-type transference theorems for bilinear multipliers. In particular, it is shown tha...
We give de Leeuw-type transference theorems for bilinear multipliers. In particular, it is shown tha...