... and the plan for next week.

Schedule updated. When done with the quasiconcaves, I will start on max/min (the unconstrained case: recast the old 2nd derivatives tests with definiteness tools), and then review Lagrange's and Kuhn--Tucker's methods. The precise necessary conditions will have to wait until after the winter break; the ambition for Wednesday is to get as far as to be able to assign problems. 

A very incomplete (but covering Tuesday) draft lecture sheet for max/min uploaded also, but expect that to be expanded and/or revised.

The old ones are not changed, so therefore I have not renamed them - and the old "factsheet" that now has gotten a link from the front page (among the list of lecture notes, where it belongs) is the same as the one I linked to in a previous message.