Closed amcostant closed 4 years ago
Int[RealSign[a*t + b], t] results in Subst[Int[RealSign[t], t], t, b + a t]/a when MMA does RealAbs[b + a t]/a
and
Int[RealAbs[b + a t], t] results in Subst[Int[RealAbs[t], t], t, b + a t]/a when MMA does ((b + a t) RealAbs[b + a t])/(2 a)
I understand that the number of functions where the definite integral exists is quite limited. Thank you very much for the Rubi library
Sorry, integrating expressions involving RealSign and RealAbs is outside the domain of expressions Rubi is designed to handle.
RealSign
RealAbs
Albert
Int[RealSign[a*t + b], t] results in Subst[Int[RealSign[t], t], t, b + a t]/a when MMA does RealAbs[b + a t]/a
and
Int[RealAbs[b + a t], t] results in Subst[Int[RealAbs[t], t], t, b + a t]/a when MMA does ((b + a t) RealAbs[b + a t])/(2 a)
I understand that the number of functions where the definite integral exists is quite limited. Thank you very much for the Rubi library