Course: Introduction to Real Analysis, M361K, #92170

Day, Time, and Room: MTWThF 10:00-11:30, RLM 5.124

Instructor: Hans Koch

Office Hours: Mon and Thu 12:30-2:30, RLM 12.152

Additional Info:

• First Day Handout
• Homework Assignments, Grader's comments
• Exams
• Notes
• Login to Math computer lab
• Sanger Learning Center
• FAQ for prospective Math teachers
• Disabilities

Random Links:

• Proofs and Concepts, the fundamentals of abstract mathematics (D.W. Morris, J. Morris)
• Sets, relations, functions (I. Düntsch, G. Gediga)
• Basic Concepts of Mathematics (E. Zakon)
• Elementary Real Analysis (A.M. Bruckner, J.B. Bruckner, B.S. Thomson)
• Mathematical Analysis I (E. Zakon)
• Analysis - An Introduction (I.F. Wilde )
• Fundamentals of Analysis (W.W.L. Chen)
• Introduction to Infinitesimal Analysis (N.J. Lennes, O. Veblen)
• Introduction to Lebesgue Integration (W.W.L. Chen)
• Introduction to Real Analysis (W.F. Trench)
• Analysis of Functions of a Single Variable (L. Baggett)
• A Primer of Real Analysis (D. Sloughter)
• Basic Analysis: Introduction to Real Analysis (J. Lebl)
• Problems In Mathematical Analysis (G. Baranenkow)
• Interactive Real Analysis (MathCS.org)

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