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An Upper Bound on ℓq Norms of Noisy Functions
Alex Samorodnitsky
Hebrew University of Jerusalem
Research output
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Contribution to journal
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Article
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peer-review
16
Scopus citations
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Keyphrases
Weight Distribution
100%
Noisy Function
100%
Error Correction Codes
50%
Reed-Muller Codes
50%
Capacity-achieving
50%
Binary Linear Codes
50%
Matroid
50%
Nonnegative Functions
50%
Boolean Cube
50%
Linear Weights
50%
Conditional Expectation
50%
Mathematics
Upper Bound
100%
Weight Distribution
66%
Linear Code
33%
Reed-Muller Code
33%
Boolean Cube
33%
Conditional Expectation
33%
Error Correcting Codes
33%
Nonnegative Function
33%