Integrate3

Description

Integrate3 contains the integral table used by Integrate2. Integration is performed in a distributional sense. Integrate3 works more effectively on a sum of expressions if they are expanded or collected with respect to the integration variable. See the examples in Integrate2.

See also:  Integrate2.

Examples

Integrate3[(x^OPEm) Log[x], {x, 0, 1}]

Integrate3[(((x^OPEm) Log[x] Log[1 - x])/(1 - x)), {x, 0, 
        1}]

Integrate3[
      a (( (x^OPEm) Log[x] Log[1 - x])/(1 - x)) + 
        b (( (x^OPEm) PolyLog[3, -x])/(1 + x)), {x, 0, 
        1}]

Integrate3[DeltaFunctionPrime[1 - x], {x, 0, 1}]

Integrate3[f[x] DeltaFunctionPrime[1 - x], {x, 0, 1}]

Integrate3[1/(1 - x), {x, 0, 1}]