Monte Carlo Methods

Course details

Assignments and work flow

This COVID impacted class will be mostly remote with some in person class time depending on student interest and how things go at NYU this September. The following learning and workflow schedule follows math department recommendations for graduate courses this fall.

Group final project

Students will work in small gruoups (up to 4 members, or permission of the instructor) to do a research project that explores some aspect of Montey Carlo. Each group will prepare a "written" (PDF file) writeup of their project and make a presentation to the class. Project organization (group formation, topic selection, etc.) will begin after week 4.

Web sites:

There are two web sites for the class, a public site (this one) and an NYU Classes site for the class. Educational materials will be posted on the public site. The weekly quizzes and homework upload mechanism is on the NYU Classes site. The Classes site also will have a communication forum and access to your entries in the gradebook.

Assignments, exams, grading:

The final course grade will be determined by a weighted sum of scores for quizes (5%), assignments (65%), and the final project (30%). I try to use the gradea A, A-, B+ and B, with lower grades only for people who "earn" them by failing to do much of the assigned work. Students who make a good faith effort should not expect a grade below B. Please contact me immediately if the material or the assignments are unmanageable, particularly if you are weak in some of the prerequisites.

Communication:

Please use the Forum page of the NYU Classes site for this course for all content related communication, including questions about assignments, lectures, or notes. Feel free to contact the instructor directly about other issues such as appointments, missed classes, late assignments, grading issues, etc. The instructor and TA will check the message board frequently. Look there for important course announcements, in particular corrections to assignments.

Academic integrity

Please review the academic integrity policies of the math department and the Graduate School of Arts and Sciences. The policies for this course are