convolution rule

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convolution rule [‚kän·və‚lü·shən ‚rül]

(mathematics)

The statement thatC(p+q,r) is the sum over the indexjfromj= 0 toj=rof the quantityC(p,j)C(q,r-j), where, in general,C(n,r) is the number of distinct subsets ofrelements in a set ofnelements (the binomial coefficient). Also known as Vandermonde's identity.

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Convolutional Curl Operation Perfectly-Matched Layer
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Convolutional Self-Doubly Orthogonal Code
Convolutional Self-Orthogonal Codes
Convolutional Single Parity Check
Convolutional Spectral Shaping
Convolutional Turbo Code
Convolutionally Coded / Single Carrier
Convolutionally-Coded Orthogonal Multicarrier

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