Measurable order and simulation (Q2204231)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Measurable order and simulation |
scientific article |
Statements
Measurable order and simulation (English)
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15 October 2020
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Summary: In this article is proposed a method for simulating random objects in a sample space \(\Omega\) provided with a probability measure, a total order \(\preceq\) and general conditions, such as the fact that for all \(\omega_{0} \in\Omega\) the set \(\{\omega\in\Omega: \omega \preceq\omega_{0}\}\) is measurable, the order topology relative to \(\preceq\) is first countable, and a completion of \(\Omega\) relative to the order is also first countable.
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measurable order
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ordered probability space
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simulation
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complete order
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random objects
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