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Intrinsic integral representations and boundary theory for superharmonic measures of a random walk.

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Call No.	QA274.73 .S567
Author	Sloughter, Daniel Craig.
Title	Intrinsic integral representations and boundary theory for superharmonic measures of a random walk.
Date	1981
Description	v, 64 leaves 28 cm
Format	application/pdf
Subject	Random walks (Mathematics). ; Integrals.
Issuing Body	Dartmouth Dissertations are made available through the Dartmouth Digital Library.
Degree	Thesis (Ph.D.)--Dartmouth College.
Copyright	All rights reserved. No part of this book may be reproduced in any form by any electronic or mechanical means without permission in writing from the author.
DOI	http://dx.doi.org/10.1349/ddlp.1741

Title	Page 1
Full Text	INTRINSIC INTEGRAL REPRESENTATIONS AND BOUNDARY THEORY FOR SUPERHARMONIC MEASURES OF A RANDOM WALK A Thesis Submitted to the Faculty in partial fulfillment of the requirements for the degree of Doctor of Philosophy by Daniel Craig Sloughter DARTMOUTH COLLEGE Hanover, New Hampshire June 1981

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