convolution

and each is defined so that the transform of the convolution is the product of the transforms. The convolution product is commutative and the sifting property of the Dirac delta function shows it to be the identity. In probability, if f and g are the pdfs of two continuous distributions, X and Y on R, then the pdf of their sum Z = X + Y is the first integral above.

• coefficient of restitution
• coefficient of skewness
• coefficient of variation
• cofactor
• coincident
• Collatz conjecture
• collinear
• collision
• colourable
• column equivalence
• column operation
• column rank
• column space
• column vector
• combination
• combinatorial analysis
• combinatorial logic
• combinatorial topology
• commensurable
• common denominator
• common difference
• common factor
• common fraction
• common logarithm
• common multiple