On Lane's Integral

The problem and purpose of this paper is to develop Lane's Integral in two-space, and then to expand these concepts into three-space and n-space. Lane's Integral can be used by both mathematicians and statisticians as one of the tools in the calculation of certain probabilities and expecta...

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Main Author: Hill, William James
Other Authors: Maher, Laurence P.
Format: Others
Language:English
Published: North Texas State University 1971
Subjects:
Online Access:https://digital.library.unt.edu/ark:/67531/metadc131420/
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spelling ndltd-unt.edu-info-ark-67531-metadc1314202017-03-17T08:40:06Z On Lane's Integral Hill, William James Lane's integral two-space three-space n-space mathematics The problem and purpose of this paper is to develop Lane's Integral in two-space, and then to expand these concepts into three-space and n-space. Lane's Integral can be used by both mathematicians and statisticians as one of the tools in the calculation of certain probabilities and expectations. The method of presentation is straightforward with the basic concepts of integration theory and Stieltjes Integral assumed. North Texas State University Maher, Laurence P. Mohat, John T., 1924- 1971-08 Thesis or Dissertation v, 72 leaves : ill. Text call-no: 379 N81 no.4328 local-cont-no: n_04328 untcat: b2202950 https://digital.library.unt.edu/ark:/67531/metadc131420/ ark: ark:/67531/metadc131420 English Public Copyright Copyright is held by the author, unless otherwise noted. All rights reserved. Hill, William James, III
collection NDLTD
language English
format Others
sources NDLTD
topic Lane's integral
two-space
three-space
n-space
mathematics
spellingShingle Lane's integral
two-space
three-space
n-space
mathematics
Hill, William James
On Lane's Integral
description The problem and purpose of this paper is to develop Lane's Integral in two-space, and then to expand these concepts into three-space and n-space. Lane's Integral can be used by both mathematicians and statisticians as one of the tools in the calculation of certain probabilities and expectations. The method of presentation is straightforward with the basic concepts of integration theory and Stieltjes Integral assumed.
author2 Maher, Laurence P.
author_facet Maher, Laurence P.
Hill, William James
author Hill, William James
author_sort Hill, William James
title On Lane's Integral
title_short On Lane's Integral
title_full On Lane's Integral
title_fullStr On Lane's Integral
title_full_unstemmed On Lane's Integral
title_sort on lane's integral
publisher North Texas State University
publishDate 1971
url https://digital.library.unt.edu/ark:/67531/metadc131420/
work_keys_str_mv AT hillwilliamjames onlanesintegral
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