Wasserstein metric between a discrete probability measure and a continuous one
Wasserstein metric between a discrete probability measure and a continuous one
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作者:
杨卫华
1
王霞
1
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作者单位:
- 通讯作者:
杨卫华
Email:whyang@bjut.edu.cn
王霞
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提交时间:2021-12-16 16:21:30
摘要: The paper considers Wasserstein metric between the empirical probability measure of n discrete random variables and a continuous uniform one on the d-dimensional ball and give the asymptotic estimation of their expectation as $n \to \infty$. Further We considers the above problem on a mixed process, i.e., n discrete random variables are produced by the Poisson process.
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[V1] |
2021-12-16 16:21:30 |
ChinaXiv:202112.00122V1
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