Miniconference on Operators in Analysis: Macquarie University, Sydney, N.S.W., September 25-27, 1989Ian Doust Centre for Mathematical Analysis, Australian National University, 1990 - Differential equations, Partial - 243 pages |
Contents
PREFACE | 1 |
A NOTE ON MARTINGALES WITH RESPECT | 10 |
SURFACE MEASURES MAXIMAL FUNCTIONS | 28 |
Copyright | |
18 other sections not shown
Common terms and phrases
Amer assume Banach couple Banach function spaces Banach space Borel measurable boundary bounded linear operator bounded operator C²(N commutative compact support condition continuous convergence Corollary defined denote differential operator Dirichlet problem Dodds elliptic estimate example exists fully symmetric function f function spaces functional calculus Gauss curvature Hence Hilbert space hypersurface inequality integral Ivochkina kernel L¹(M Lebesgue measure Lemma Lie groups Lp-spaces Lp;n LP(M maps Math Mathematics measurable functions monotone non-commutative nonlinear nonnegative norm one-one operator operator of type Ovčinnikov Paley-Wiener type positive projections proof properties Proposition proved rearrangement invariant respect result satisfies scalar-type spectral second order self-adjoint semigroup smooth function Subject Classification subspace Suppose Theorem theory Toeplitz operators topology Trudinger type w+ uniform multiplicity uniformly vector von Neumann algebras well-bounded operator X₁