Calculus BC

OK, this anon sucked BC Calculus pretty hard.  Anyone know of a good way to review BC along with AB?

Lebesgue integration is taught as one of the first topics in the Honors Analysis I course for first and second years at UChicago, which is an american uni.

And Lebesgue isn't the only integral. There's Darboux, Stieltjies, Bochner, Daniell, Ito, That other Russian faggot who did the other stochastic integral that chooses the midpoint instead of the endpoint in its integral definition (Ito integration chooses the endpoint for you newfags)... Lebesgue integral just happens to be one of the most convenient.

At its most general, an integral with respect to a measure is simply a linear functional from a function spcae with elements taking values on the measure space into this space. That's all. (Well, that's the Daniell view of integration, at least.)

SO LIGHTEN THE FUCK UP ABOUT LEBESGUE ITS NOT NECESSARILY THE BEST OR MOST GENERAL