과목명: 미분방정식
|
수업 주 수 |
진도 |
비고 |
|---|---|---|
|
1주 (3/2-3/5) |
1.1, 1.2 first-order linear ODE |
3/3(목) 개강 |
|
2주 (3/7-3/12) |
1.4, 1.5, 1.8, 1,9(전반) separable ODE, population, tumor |
목: 숙제 #1 |
|
3주 (3/14-3/19)) |
1.9(후반), 1.10(일부) exact ODE, existence-uniqueness |
3/17(목): Quiz #1 수업시간에 |
|
4주 (3/21-3/26) |
2.1, 2.2, 2.2.1 2nd-order linear ODE with constant coeff |
목: 숙제 #2 |
|
5주 (3/28-4/2) |
2.2.2, 2.3, 2.4, 2.5(전반) reduction of order, variation of |
목: 숙제 #3 |
|
6주 (4/4-4/9) |
2.5(후반), 2.6 judicious guessing, mechanical vibrations |
4/4(월):수강신청취소마감, 화:식목일 |
|
7주 (4/11-4/16) |
2.8, 2.8.1, 2.8.2 series solutions, singular points |
화: 숙제 #4 |
|
8주 (4/18-4/23) |
4/19(화):중간고사 (12:00-2:15) |
목,금: 자율학습일 |
|
9주 (4/25-4/30) |
2.9, 2.10, 2.11 Laplace transforms |
|
|
10주 (5/2-5/7) |
2.12 Dirac delta function |
화: 숙제 #5 목: 어린이날 |
|
11주 (5/9-5/14) |
2.13, 3.1 convolution integral, systems of ODE |
5/12(목): Quiz #2 |
|
12주 (5/16-5/21) |
3.4, 3.8, 3.9 eigenvalue-eigenvector method |
목: 숙제 #6 |
|
13주 (5/23-5/28) |
3.10, 3.11, 3.12 equal roots, fundamental matrix solutions |
목: 숙제 #7 |
|
14주 (5/30-6/4) |
4.1, 4.2, 4.3, 4.4 qualititive theory, stability, phase plane |
목: 숙제 #8 |
|
15주 (6/7-6/11) |
4.5, 4.10, 4.11 combat models, predator-prey, competitive |
|
|
16주 (6/13-6/18) |
6/14(화):기말고사 (12:00-2:15) |
숙제
#1 (3/10, 목요일 수업 시작 직전까지)
1.2) 7, 12, 23 1.4) 8, 19, 23 1.5) 8, 12
퀴즈 #1 (3/17, 목요일 퀴즈에 대비해 풀어볼 문제, 제출하지 않음)
1.8) 3, 8, 16 1.9) 3, 8, 16, 19, 20