Instructor
Prof. Marco Varisco,
[email protected],
albany.edu/~mv312143
Office: Catskill 399A,
Office Hours: TuTh 12:00–1:30 or by appointment.
Schedule
TuTh 10:30–11:50 in SS-117.
Prerequisites
AMAT 540 A & B and AMAT 520 A & B, or permission of instructor.
Description
An overview of current research themes in stable homotopy theory, ∞-categories, and algebraic K-theory.
Textbooks
None is required and none will be followed. Lecture notes and relevant published literature will be distributed in class.
Grading
Course project.
New York State Education Law (Section 224-A) requires campuses to excuse, without penalty, individual students absent because of religious beliefs, and to provide equivalent opportunities for make-up examinations, study, or work requirements missed because of such absences. I will work directly with you to accommodate religious observances, provided that you notify me in a timely manner.
Reasonable accommodations will be provided for students with documented physical, sensory, systemic, medical, cognitive, learning, and mental health (psychiatric) disabilities. If you believe you have a disability requiring accommodation in this class, please notify the Disability Access and Inclusion Student Services ([email protected]). Upon verification and after the registration process is complete, the DAISS will provide you with a letter that informs me that you are a student with a disability registered with the DAISS and lists the recommended reasonable accommodations.
Of course, you are expected to follow the University’s Standards of Academic Integrity. We refer to the Graduate Bulletin for the policies on attendance and incomplete grades. Notice in particular the following: “Attendance by all graduate students must be regular. […] Responsibility for class attendance rests with the student. In all cases the work missed through absence must be made up. However, permission to make up such work is not automatic and is given at the discretion of the instructor. The University reserves the right to exclude from a graduate program, course, or final examination students whose attendance in classes is unsatisfactory to their instructors or to the Dean of The Graduate School.”