MTG4303/MTG5317, the Intro Topology 2  Syllabus

Text:

“Topology”  by James Munkres

Schedule and Room:

MWF 6    LIT  221

Grading:

20% Presentation+20% HomeworkQuizzes+20%Midterm+40%Final; A if >85, B+ if > 80, B if > 70, C+ if > 65, C if > 50, D+ if >40, D if >30.

Home-taken  Final, One in class presentation, three quizzes and one in class Midterm
based on the Homework. Home work is not graded.

.Extra credit: up to 5 pts for solving a * rated problem.

Attendance is strictly recommended.

 

Office Hours:

MW7   LIT 424

Description of the Course:

 

(Chapters 4-14, Sections 35-77)

• Tietze extension theorem (35)
• Tychonoff theorem (37)
• Stone–Cech compactification (38)
• Homotopy of paths (51)
• The fundamental group (52)
• Covering spaces (53)
• Fundamental group of circle (54)
• Brouwer and Borsuk-Ulam theorems (55,57)
• Seifer-van Kampen theorem (67,68,70, 71,72)
• Classification of surfaces (74,75,76,77)

 

 

·  Home Work, Presentations, and Extra Credit 

 

·   Solutions to Quiz1

·   Solutions to Quiz2

·   Solutions to Quiz3

·   Solutions to MT

 

 Current results MTG4303/5317

 

·  FINAL 

·   Solutions to the Final 

 

·  Announcements

 

There will be a MidTerm exam on March 11th

 

Statement:

·  Students requesting classroom accommodation must first register with the Dean of Students Office. The Dean of Students Office will provide documentation to the student who must then provide this documentation to the Instructor when requesting accommodation.