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Results: 1-11 |
Results: 11
IDENTIFICATION OF THE SENSORY MOTOR AREA AND PATHOLOGICAL REGIONS USING ECOG COHERENCE/
Authors: TOWLE VL SYED I BERGER C GRZESCZCUK R MILTON J ERICKSON RK COGEN P BERKSON E SPIRE JP
Citation: Vl. Towle et al., IDENTIFICATION OF THE SENSORY MOTOR AREA AND PATHOLOGICAL REGIONS USING ECOG COHERENCE/, Electroencephalography and clinical neurophysiology, 106(1), 1998, pp. 30-39
MULTIPLIERS FOR WEIGHTED L-P-SPACES, TRANSFERENCE, AND THE Q-VARIATION OF FUNCTIONS
Authors: BERKSON E GILLESPIE TA
Citation: E. Berkson et Ta. Gillespie, MULTIPLIERS FOR WEIGHTED L-P-SPACES, TRANSFERENCE, AND THE Q-VARIATION OF FUNCTIONS, Bulletin des sciences mathematiques, 122(6), 1998, pp. 427-454
THE Q-VARIATION OF FUNCTIONS AND SPECTRAL INTEGRATION OF FOURIER MULTIPLIERS
Authors: BERKSON E GILLESPIE TA
Citation: E. Berkson et Ta. Gillespie, THE Q-VARIATION OF FUNCTIONS AND SPECTRAL INTEGRATION OF FOURIER MULTIPLIERS, Duke mathematical journal, 88(1), 1997, pp. 103-132
MEAN-BOUNDEDNESS AND LITTLEWOOD-PALEY FOR SEPARATION-PRESERVING OPERATORS
Authors: BERKSON E GILLESPIE TA
Citation: E. Berkson et Ta. Gillespie, MEAN-BOUNDEDNESS AND LITTLEWOOD-PALEY FOR SEPARATION-PRESERVING OPERATORS, Transactions of the American Mathematical Society, 349(3), 1997, pp. 1169-1189
WAVELET DECOMPOSITIONS OF FOURIER MULTIPLIERS
Authors: BERKSON E PALUSZYNSKI M WEISS G
Citation: E. Berkson et al., WAVELET DECOMPOSITIONS OF FOURIER MULTIPLIERS, Proceedings of the American Mathematical Society, 125(8), 1997, pp. 2395-2399
ON MEAN-BOUNDED OPERATORS AND AN ERGODIC LITTLEWOOD-PALEY THEOREM
Authors: BERKSON E GILLESPIE TA
Citation: E. Berkson et Ta. Gillespie, ON MEAN-BOUNDED OPERATORS AND AN ERGODIC LITTLEWOOD-PALEY THEOREM, Comptes rendus de l'Academie des sciences. Serie 1, Mathematique, 322(1), 1996, pp. 59-62
MAXIMAL ESTIMATES ON GROUPS, SUBGROUPS, AND THE BOHR COMPACTIFICATION
Authors: ASMAR N BERKSON E GILLESPIE TA
Citation: N. Asmar et al., MAXIMAL ESTIMATES ON GROUPS, SUBGROUPS, AND THE BOHR COMPACTIFICATION, Journal of functional analysis, 132(2), 1995, pp. 383-416
CONVOLUTION ESTIMATES AND GENERALIZED DELEEUW THEOREMS FOR MULTIPLIERS OF WEAK TYPE-(1,1)
Authors: ASMAR N BERKSON E GILLESPIE TA
Citation: N. Asmar et al., CONVOLUTION ESTIMATES AND GENERALIZED DELEEUW THEOREMS FOR MULTIPLIERS OF WEAK TYPE-(1,1), Canadian journal of mathematics, 47(2), 1995, pp. 225-245
THE Q-VARIATION OF FUNCTIONS AND THE SPEC TRAL INTEGRATION OF FOURIERMULTIPLIERS
Authors: BERKSON E GILLESPIE TA
Citation: E. Berkson et Ta. Gillespie, THE Q-VARIATION OF FUNCTIONS AND THE SPEC TRAL INTEGRATION OF FOURIERMULTIPLIERS, Comptes rendus de l'Academie des sciences. Serie 1, Mathematique, 318(9), 1994, pp. 817-820
SPECTRAL DECOMPOSITIONS AND HARMONIC-ANALYSIS ON UMD SPACES
Authors: BERKSON E GILLESPIE TA
Citation: E. Berkson et Ta. Gillespie, SPECTRAL DECOMPOSITIONS AND HARMONIC-ANALYSIS ON UMD SPACES, Studia Mathematica, 112(1), 1994, pp. 13-49
RESTRICTIONS FROM R(N) TO Z(N) OF WEAK TYPE (1, 1) MULTIPLIERS
Authors: ASMAR N BERKSON E BOURGAIN J
Citation: N. Asmar et al., RESTRICTIONS FROM R(N) TO Z(N) OF WEAK TYPE (1, 1) MULTIPLIERS, Studia Mathematica, 108(3), 1994, pp. 291-299
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