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Finite signed measures
on function spaces
Antonius Johannes Van Haagen |
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Vol. 95 (1981), No. 2, 467–482
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Abstract |
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Some results for probability measures on function spaces are extended to finite signed measures (FSM’s). In particular FSM’s on the space of continuous functions and right-continuous functions with left-hand limits are patched together by a procedure of Stroock and Varadhan. Given an increasing sequence of stopping times the procedure is carried out repeatedly. A sequence of transition functions and, an extension result for the linear maps associated with these transition functions are obtained. |
Mathematical Subject Classification 2000
Primary: 28A50
Secondary: 60A10
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Milestones
Received: 23 April 1980
Published: 1 August 1981
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Authors |
| Antonius Johannes Van Haagen | |
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