Material for 18.125,  spring 2018

 
The course will be based on my text Essentials of Integration Theory for Analysis, and there is an ever growing list of errata at the link below.  Grades will be based on homework assignments.  Because I will be posting solutions, assignments are to be handed in by the end of the class on the days they are due. 

The grader for the course is Jake Wellens.  His email address is jwellens@mit.edu and his office is 2-342.  You may submit your homework directly to him if you like.  If you want to meet with him, send him an email to set up and appointment.

errata

Assignments:

due February 16th:   1.1.11, 1.2.17, 1.2.21, 1.2.24, 1.3.19, 1.3.21, 1.3.23
solutions

due March 2nd:   2.1.19, 2.1.21, 2.1.22, 2.1.27, 2.1,28, 2.2.32, 2.2.39, 2.2.40
solutions

due March 16th:  2.2.35, 3.1.12, 3.1.13, 3.1.14, 3.1.15, 3.1.16, 3.2.16, 3.2.17, 3.2.24
solutions

due April 2nd:   3.3.17, 3.3.18, 4.1.9, 4.1.10, 4.2.8, 5.1.11, 5.1.13, 5.1.14
solutions

due April 13th:   5.2.20, 5.2.21, 6.1.6, 6.1.9, 6.1.10
solutions

due April 30th:  6.2.8, 6.2.11, 6.3.18, 6.3.20, 7.1.11, 7.1.13, 7.2.12, 7.2.13, 7.2.14

Here is a note about normed vector spaces