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Cardassi Carmen Silvia NUMERICAL RADIUS ATTAINING OPERATORS
Edgar G A COMPLEX MARTINGALE CONVERGENCE
LAWS OF RANDOM GAUSSIAN FUNCTIONS SOME INEQUALITIES
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assume Banach lattice Banach space Bochner integrable bounded subset choose closed convex compact operator complex Banach space contains convergence convex hull Corollary cotype defined definition denote dent DFJP dim A(B Euclidean example exists extreme points factors finite function f functional unconditional hence hereditarily-£P Hermitian Hilbert space implies increasing sequence inequality infinite-dimensional subspace isometric isomorphic Jensen measure Lemma Lie algebra linear operator linear span linear subspace logn M(ft martingale matrix normed space notation nr(T obtain operator spaces orthogonally equivalent plurisubharmonic function probability measure projection proof of Theorem Proposition 2.5 prove PSH(E quasi-normed Radon-Nikodym property real Banach space real number relatively weakly compact Remark result rotation space satisfies SNR(T strictly singular Suppose T G A(B Tauberian injection topology ultraproduct uniformly unit ball upper semicontinuous V.D. Milman vector w*-dent weak*-denting points weakly compact