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Results: 1-16 |
Results: 16
HODGE THEORY IN THE SOBOLEV TOPOLOGY FOR THE DE-RHAM COMPLEX
Authors: FONTANA L KRANTZ SG PELOSO MM
Citation: L. Fontana et al., HODGE THEORY IN THE SOBOLEV TOPOLOGY FOR THE DE-RHAM COMPLEX, Memoirs of the American Mathematical Society, 131(622), 1998, pp. 1
HYPERBOLIC REINHARDT DOMAINS IN C-2 WITH NONCOMPACT AUTOMORPHISM GROUP
Authors: ISAEV AV KRANTZ SG
Citation: Av. Isaev et Sg. Krantz, HYPERBOLIC REINHARDT DOMAINS IN C-2 WITH NONCOMPACT AUTOMORPHISM GROUP, Pacific journal of mathematics, 184(1), 1998, pp. 149-160
THE EFFECT OF BOUNDARY GEOMETRY ON HANKEL-OPERATORS BELONGING TO THE TRACE IDEALS OF BERGMAN SPACES
Authors: KRANTZ SG LI SY ROCHBERG R
Citation: Sg. Krantz et al., THE EFFECT OF BOUNDARY GEOMETRY ON HANKEL-OPERATORS BELONGING TO THE TRACE IDEALS OF BERGMAN SPACES, Integral equations and operator theory, 28(2), 1997, pp. 196-213
ANALYSIS OF SOME FUNCTION-SPACES ASSOCIATED TO HANKEL-OPERATORS
Authors: KRANTZ SG LI SY ROCHBERG R
Citation: Sg. Krantz et al., ANALYSIS OF SOME FUNCTION-SPACES ASSOCIATED TO HANKEL-OPERATORS, Illinois journal of mathematics, 41(3), 1997, pp. 398-411
FINITELY SMOOTH REINHARDT DOMAINS WITH NONCOMPACT AUTOMORPHISM GROUP
Authors: ISAEV AV KRANTZ SG
Citation: Av. Isaev et Sg. Krantz, FINITELY SMOOTH REINHARDT DOMAINS WITH NONCOMPACT AUTOMORPHISM GROUP, Illinois journal of mathematics, 41(3), 1997, pp. 412-420
READING AND COMMUNICATION - A COMPARISON OF PROFICIENT AND LESS-PROFICIENT 4TH-GRADE READERS OPINIONS
Authors: CANADY CJ KRANTZ SG
Citation: Cj. Canady et Sg. Krantz, READING AND COMMUNICATION - A COMPARISON OF PROFICIENT AND LESS-PROFICIENT 4TH-GRADE READERS OPINIONS, Language, speech & hearing services in schools, 27(3), 1996, pp. 231-238
EXPLICIT SOLUTIONS FOR THE CORONA PROBLEM WITH LIPSCHITZ DATA IN THE POLYDISK
Authors: KRANTZ SG LI SY
Citation: Sg. Krantz et Sy. Li, EXPLICIT SOLUTIONS FOR THE CORONA PROBLEM WITH LIPSCHITZ DATA IN THE POLYDISK, Pacific journal of mathematics, 174(2), 1996, pp. 443-458
ON THE BOUNDARY ORBIT ACCUMULATION SET FOR A DOMAIN WITH NONCOMPACT AUTOMORPHISM GROUP
Authors: ISAEV AV KRANTZ SG
Citation: Av. Isaev et Sg. Krantz, ON THE BOUNDARY ORBIT ACCUMULATION SET FOR A DOMAIN WITH NONCOMPACT AUTOMORPHISM GROUP, The Michigan mathematical journal, 43(3), 1996, pp. 611-617
THE EFFECT OF BOUNDARY-REGULARITY ON THE SINGULAR NUMBERS OF FRIEDRICHS OPERATORS ON BERGMAN SPACES
Authors: KRANTZ SG LI SY LIN P ROCHBERG R
Citation: Sg. Krantz et al., THE EFFECT OF BOUNDARY-REGULARITY ON THE SINGULAR NUMBERS OF FRIEDRICHS OPERATORS ON BERGMAN SPACES, The Michigan mathematical journal, 43(2), 1996, pp. 337-348
FACTORIZATION OF FUNCTIONS IN SUBSPACES OF L(1) AND APPLICATIONS TO THE CORONA PROBLEM
Authors: KRANTZ SG LI SY
Citation: Sg. Krantz et Sy. Li, FACTORIZATION OF FUNCTIONS IN SUBSPACES OF L(1) AND APPLICATIONS TO THE CORONA PROBLEM, Indiana University mathematics journal, 45(1), 1996, pp. 83-102
ON THE BERGMAN INVARIANT AND CURVATURES OF THE BERGMAN METRIC
Authors: KRANTZ SG YU JY
Citation: Sg. Krantz et Jy. Yu, ON THE BERGMAN INVARIANT AND CURVATURES OF THE BERGMAN METRIC, Illinois journal of mathematics, 40(2), 1996, pp. 226-244
DUALITY THEOREMS FOR HARDY AND BERGMAN SPACES ON CONVEX DOMAINS OF FINITE-TYPE IN C-N
Authors: KRANTZ SG LI SY
Citation: Sg. Krantz et Sy. Li, DUALITY THEOREMS FOR HARDY AND BERGMAN SPACES ON CONVEX DOMAINS OF FINITE-TYPE IN C-N, Annales de l'Institut Fourier, 45(5), 1995, pp. 1305
SOME REMARKS ON THE CORONA PROBLEM ON STRONGLY PSEUDOCONVEX DOMAINS IN C-N
Authors: KRANTZ SG LI SY
Citation: Sg. Krantz et Sy. Li, SOME REMARKS ON THE CORONA PROBLEM ON STRONGLY PSEUDOCONVEX DOMAINS IN C-N, Illinois journal of mathematics, 39(2), 1995, pp. 323-349
ON A PROBLEM OF MOSER
Authors: HUANG XJ KRANTZ SG
Citation: Xj. Huang et Sg. Krantz, ON A PROBLEM OF MOSER, Duke mathematical journal, 78(1), 1995, pp. 213-228
OPTIMAL-L(P) ESTIMATES FOR THE (PARTIAL-DERIVATIVE)OVER-BAR-EQUATION ON COMPLEX ELLIPSOIDS IN C(N)
Authors: CHEN ZH KRANTZ SG MA DW
Citation: Zh. Chen et al., OPTIMAL-L(P) ESTIMATES FOR THE (PARTIAL-DERIVATIVE)OVER-BAR-EQUATION ON COMPLEX ELLIPSOIDS IN C(N), Manuscripta mathematica, 80(2), 1993, pp. 131-149
H(P) THEORY ON A SMOOTH DOMAIN IN R(N) AND ELLIPTIC BOUNDARY-VALUE-PROBLEMS
Authors: CHANG DC KRANTZ SG STEIN EM
Citation: Dc. Chang et al., H(P) THEORY ON A SMOOTH DOMAIN IN R(N) AND ELLIPTIC BOUNDARY-VALUE-PROBLEMS, Journal of functional analysis, 114(2), 1993, pp. 286-347
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