![]() Must put away any notes from discussions with classmates or office hours while you write up your solutions, to ensure you fully With other students, but all solutions (worksheet and homework) must be written up independently and in your own words. You may work in groups and discuss homework problems Students may not consult books or online references for their homework. Your homework solutions should be neat and legible. Homework is due Fridays at 8pm, and collected through Gradescope. Homework assignments will be posted to the course webpage. In-class worksheet(s), along with some additional homework problems. Homework policy: Each week, students will be asked to write up and submit one or more problems from the latest Our goal is to create a supportive class environment where students are comfortable testing ideas, and both offering and receiving Students are expected to beĪctive participants in the classroom, and are expected to conduct themselves with professionalism and respect for their classmates. Office hours take place in-person unless noted.Ĭlass conduct: Class discussions and small group work are major components of this course. ![]() Students from any section may attend the office hours of either instructor or course assistant. Provided your instructor is informed in advance when possible. University-sponsored events, etc, usually constitute "excused" absences and do not typically count toward the two missed classes, Circumstances such as illness, job interviews, religious observances, certain Inform your instructor as early as possible. From the date a student registers for the class, s/he may miss twoĬlasses, but each subsequent unexcused absence will result in a penalty of 3% of the final grade. Our final exam will be held Tuesday, Decemat 1:30pm–3:30pm.Īttendance policy: Attendance in class is required. Some practice material is available here. The midterm will be held in-class on Tuesday, October 24, 2023. The course will have a closed-book midterm exam and a closed-book final exam. The objectives of the course are problem-solving and self-led discovery of the material, students are asked not to use outside Students will develop the class material through guided worksheets. Textbook: This course has no assigned textbook. Development of collaboration and mathematical communication skills is an overarching goal of the course. During each class, students will work on exercises together in small groups. Our course will use Inquiry-Based Learning (IBL). See the LSA course listings for more details. The course will investigate ideas relating to open sets, compactness, connectedness, and convergence of sequences in metric spaces and abstract topological spaces. This course is an introduction to point-set topology. Office hours: Tuesdays, Wednesdays, and Thursdays at 5:30pm-6:30pmĬourse Assistant and Grader: Akash Narayanan University of Michigan Math 490: Introduction to Topology Fall 2023 Math 490: Introduction to Topology (Fall 2023) Department of Mathematics
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