Is Alpha from CAPM same as Excess return?

Is Alpha from CAPM(the intercept term) the same as the alpha from the Excess return equation Excess Return - Required return?

I thought the intercept term for CAPM was Risk Free Rate.

Woops yea i got confused for a second on a question that labeled RFR as alpha

You are right, in the general regression form (like CAPM), the intercept is alpha. But that’s not same as alpha in an excess return sense.

Mind explaining??? CAPM equation is: E(Ri) = RFR + beta*(E(Rm) - RFR) comparing it to Y = mx + c (standard equation of a line) Y = E(Ri) = Y-axis X = beta = X-axis c = RFR = intercept m = (E(Rm) - RFR) = slope

swaption, you and I had discussed this last night. (Ri - RFR) = alpha + beta(Rmarket - RFR) if alpha is zero, then explanatory power comes from beta (although never 100% as proven by low correlations) if alpha = 0 then Ri - RFR = beta*mkt risk premium Ri = RFR + beta*mkt risk prem Compare this to market model, which just plots E® = alpha + beta*E(mkt)