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Universal Compression of Power-Law Distributions
arXiv
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由 M Falahatgar 著作2015被引用 7 次 — Abstract:English words and the outputs of many other natural processes are well-known to follow a Zipf distribution.
Universal compression of power-law distributions
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We show that the expected redundancy of Zipf distributions of order α > 1 is roughly the 1/α power of the expected redundancy of unrestricted distributions.
Universal Compression of Power-Law Distributions
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由 M Falahatgar 著作2015被引用 7 次 — In all these cases, it is not clear how to compress the distributions to their entropy. The common approach to these cases is universal ...
Universal compression of power-law distributions
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Abstract—English words and the outputs of many other natural processes are well-known to follow a Zipf distribution. Yet this.
[PDF] Universal compression of power-law distributions
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It is shown that worst-case redundancy is roughly the same for Zipf and for unrestricted distributions, making Zipf distributions the first natural ...
Universal compression of power-law distributions | Request PDF
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Universal compression of power-law distributions. June 2015. DOI:10.1109/ISIT ... We study universal compression of sequences generated by monotonic distributions ...
Universal Compression of Power-Law Distributions | Request PDF
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Hence for these orders, Zipf distributions can be better compressed and predicted than was previously known. Unlike the expected case, we show that worst-case ...
Power law
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A power law is a functional relationship between two quantities, where a relative change in one quantity results in a relative change in the other quantity
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Universal Compression of Power-Law Distributions
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2015年4月29日 — Universal Compression of Power-Law Distributions (Q6261363). From MaRDI portal. Jump to:navigation, search. preprint article from arXiv.
Venkatadheeraj Pichapati
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Universal compression of power-law distributions. M Falahatgar, A Jafarpour, A Orlitsky, V Pichapati, AT Suresh. 2015 IEEE International Symposium on ...
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