Efficient Approximate Algorithms for Empirical Variance with Hashed Block Sampling

Author:

Chen Xingguang1,Zhang Fangyuan1,Wang Sibo1

Affiliation:

1. The Chinese University of Hong Kong, Hong Kong, China

Funder

Hong Kong RGC CRF

NSFC of China

CUHK Direct Grant

Hong Kong RGC ECS

Hong Kong ITC ITF

Publisher

ACM

Reference43 articles.

1. 2022. DB2 Hashing and Hash Organized Tables. https://www.oreilly.com/library/ view/db2-developers-guide/9780132836470/ch06.html. 2022. DB2 Hashing and Hash Organized Tables. https://www.oreilly.com/library/ view/db2-developers-guide/9780132836470/ch06.html.

2. 2022. Managing Hash Clusters. https://docs.oracle.com/database/121/ADMIN/ hash.htm#ADMIN019. 2022. Managing Hash Clusters. https://docs.oracle.com/database/121/ADMIN/ hash.htm#ADMIN019.

3. 2022. Technical Report. https://github.com/xgchen8/Hash-BS. 2022. Technical Report. https://github.com/xgchen8/Hash-BS.

4. Noga Alon Phillip B. Gibbons Yossi Matias and Mario Szegedy. 1999. Tracking Join and Self-Join Sizes in Limited Storage. In PODS. 10--20. Noga Alon Phillip B. Gibbons Yossi Matias and Mario Szegedy. 1999. Tracking Join and Self-Join Sizes in Limited Storage. In PODS. 10--20.

5. Christopher M Bishop etal 1995. Neural networks for pattern recognition. Christopher M Bishop et al. 1995. Neural networks for pattern recognition.

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