Date | Sections | Homework Assignment | Writing Homework Assignement |
Tue, 15 Jan | Ch. 1-1 | 1-12,17,18 on p6 | |
Thu, 17 Jan | problem session, Ch. 1-2 | 1-7 on p10 | |
Tue, 22 Jan | Ch. 2-1,2-2 | 1 p14 | |
Thu, 24 Jan | Ch. 2-2,2-3 | 2,3 p14,1,2 on p21; 1,2,3,6 on p25 | 8 on p7; 4 on p11, find and prove explicit formula for the n-th Fibonacci number |
Tue, 29 Jan | Ch. 2-4 | 1-12 on p28 | |
Thu, 31 Jan | problem session | ||
Tue, 5 Feb | quiz | ||
Thu, 7 Feb | Ch. 3-1 | 1-10 on p33 | |
Tue, 12 Feb | Ch. 3-2,3-3 | 1,2,3 on p38, 1,2 on p40 | |
Thu, 14 Feb | Ch. 3-4 | 1-8 on p43 | |
Tue, 19 Feb | Power sums | ||
Thu, 21 Feb | Bernoulli numbers | ||
Tue, 26 Feb | Rieman's zeta-function | additional text | |
Thu, 28 Feb | Ch. 4-1,4-2 | 1-7 on p51; 1-4 on p55 | |
Tue, 4 Mar | Ch. 5-1,5-2 | 1-3 on p61; 1-23 on p63 | |
Thu, 6 Mar | problem session /review | Questions/Remarks to p39 | |
Tue, 11 Mar | quiz | ||
Thu, 13 Mar | |||
Tue, 18 Mar | Ch.5-3 | 1-6 on p70 | 9,15,11,12 on p64 |
Thu, 20 Mar | Ch.6-1,6-2,6-3 | 1,4,6,8-11,13,14,15 on p81, 1-5,8-12 on p84 | |
Tue, 1 Apr | Ch.6-4 | 1-4,7,8,11 on p90-91 | |
Thu, 3 Apr | problem session | ||
Tue, 8 Apr | 1 on p86 | ||
Thu 10 Apr | Ch.7-1,7-2 | 1-7 on p96; and 4,7,9,11,13,14,15,16 on p98 | |
Tue, 15 Apr | problem session | ||
Thu, 17 Apr | Ch.9-1,9-2 | 1 on p116;1-3 on p118 | 13,14 on p99 |
Tue, 22 Apr | Ch.9-3,9-4 | 1-7 on p124;1-5 on p127 | |
Thu, 24 Apr | problem session | ||
Tue, 29 Apr | problem session | ||
Tue, 1 May | review for the final exam I | ||
Thu, 6 May | review for the final exam II |