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Date: 2001-02-16 13:50:37 Harmonic analysis Integral transforms Wave mechanics Kakeya set Bochner–Riesz mean Multiplier Fourier transform Hilbert transform Jean Bourgain Mathematical analysis Fourier analysis Real analysis		Add to Reading List Source URL: www.ams.org Download Document from Source Website File Size: 149,54 KB Share Document on Facebook

	Biographical Sketch of Jean Bourgain Born: February 28, 1954 in Ostende, Belgium Citizenship: Citizen of Belgium Education: Ph.D., Free University of BrusselsHabilitation Degree, Free University of Brussel DocID: 1tqhf - View Document
	ON THE REGULARITY OF STATIONARY MEASURES YVES BENOIST AND JEAN-FRANC ¸ OIS QUINT Abstract. Extending a construction of Bourgain for SL(2,R), we construct on any semisimple real Lie group G a symmetric probability measur DocID: 1sVbj - View Document
	CORRECTIONS AND ADDITIONS TO “ENTROPY OF QUANTUM LIMITS” JEAN BOURGAIN AND ELON LINDENSTRAUSS 1. Introduction and some general comments In our paper [1], we have proved the following for Γ a congruence sublattice of DocID: 1szbr - View Document
	ENTROPY OF QUANTUM LIMITS JEAN BOURGAIN AND ELON LINDENSTRAUSS 1. Introduction In this paper we report some progress towards a conjecture of Rudnick and Sarnak regarding eigenfunctions of the Laplacian ∆ on a compact m DocID: 1rPHn - View Document
	SOME EFFECTIVE RESULTS FOR ×a × b JEAN BOURGAIN, ELON LINDENSTRAUSS, PHILIPPE MICHEL AND AKSHAY VENKATESH In memory of Bill Parry Abstract. We provide effective versions of theorems of Furstenberg and RudolphJohnson r DocID: 1oDpi - View Document