## Indiana University Mathematics Journal, Volume 24, Issues 1-6Department of Mathematics, Indiana University., 1974 - Mathematics |

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### Contents

SHAPIRO Positive Newtonian capacity and stationary | 1 |

SILVERSTEIN Classification of stable symmetric Markov | 29 |

JEFFREY RAUCH A MICHAEL TAYLOR Exponential decay oj solu | 79 |

34 other sections not shown

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analytic assume automorphism Banach space Borel Borel measure boundary bounded commutes compact operator compact subset Complementary pairs complete condition consider constant contains continuous converges convex Corollary defined definition denote diffeomorphic differential dimensional Dirichlet space equation equivalent ergodic exists finite follows grad harmonic Hence Hilbert space homogeneous identity implies Indiana University Indiana University Mathematics inequality infinity integral invariant subspace involutive automorphism irreducible isometry Lebesgue measure Lemma Let f Lie algebra linear M-shift manifold Math measure minimal neighborhood nonzero norm notation obtain open set operator orthogonal polynomials positive problem proof of Theorem Proposition prove reflective submanifolds Remark representation restriction result Riemannian symmetric space satisfies semigroup sequence SO(n Sp(l Sp(n Spin(n submanifolds subspace approximant Suppose Theorem Theorem 2.1 topology unique University Mathematics University Mathematics Journal vanishes variable vector zero