Math 502 page

H. J. SUSSMANN'S
MATHEMATICS 502 HOME PAGE
SPRING 2020
Updated May 6, 2020

IMPORTANT LINKS:

The final take-home exam. You should submit it by e-mail, sent to sussmann@math.rutgers.edu, not later than Wednesday, May 13, 2020.

Tentative syllabus for the second half of the semester, starting on Tuesday March 24.

A very important note on how to write mathematics. This is a preliminary version. I will change it and improve it during the semester.

How to write mathematics, by Paul Halmos. This is a famous essay by a very important mathematician who was also a great writer of mathematics. IT'S A MUST READ.

A note on Fourier transforms and the Fourier inversion formula.

A note on the construction of the Borel measure associated with a positive linear functional on a space of continuous functions.

A list of homework problems for the first two weeks after the Spring break.

Homework assignment No. 3, due on Thusday February 27.

Homework assignment No. 2, due on Tuesday February 18.

Homework assignment No. 1, due on Thursday February 6.

My course on THEORY OF FUNCTIONS OF A REAL VARIABLE II (Mathematics 502) meets in HILL 423, on Tuesdays and Thursdays, 4th period, 1:40 PM to 3:00 PM;

  • TEXTBOOKS :   We will be following the books

  • INSTRUCTOR'S NAME AND CONTACT INFORMATION:
  • INSTRUCTOR'S OFFICE HOURS: My office hours will be:

  • LECTURES AND EXAMS:    We will have

  • HOMEWORK:    Homework will usually be due every Thursday, but there may be special occasions when a homework assignment will be due on a different day.

    A very important note, explaining in detail the specifications you must follow for your homework, is available. Click here.

    (This is a preliminary version, A more detailed note will be posted later.)

  • The list of homework problems for each week will be posted on this page.

  • THE FINAL GRADE:    The final grade will be determined by taking into account the grades for the midterms, the grade for the final exam, the grades for the homework, and class atendance,

  • ACADEMIC INTEGRITY POLICY: Follow this link.

  • POLICIES ON ABSENCES, EXAM SCHEDULES AND CONFLICTS: Follow this link.