[일반] 응용복소함수론을 듣기로 결정

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[자해러(lisca)]

뭐임 이 좆같은 시간표는

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몰라

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10시에도수업을하네

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에휴이

[Союз.(malzaahr11)]

진짜 교수님 싸다구 떄리고싶은 시간표네

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헉

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복소 적분까지 나가나?

[ㄱㅁㄱ(kcw1537)]

01st week: Chapter 1 (sections 1-12): Complex numbers 02nd week: Chapter 2 (13-18): Mappings, Limits 03rd week: Chapter 2 (19-23): Cauchy-Riemann equations 04th week: Chapter 2 (24-29): Analytic functions, Harmonic functions, Reflection principle 05th week: Chapter 3 (30-40): Elementary functions 06th week: Chapter 4 (41-49): Contour integrals

[ㄱㅁㄱ(kcw1537)]

07th week: Chapter 4 (50-59): Cauchy integral formula, Maximum modulus theorem 08th week: Midterm Exam(April. 10~14) 09th week: Chapter 5 (60-73): Series 10th week: Chapter 6 (74-84): Residues and poles 11th week: Chapter 7 (85-91): Improper integrals, Jordan's lemma 12th week: Chapter 7 (92-95): Definite integrals, Argument principle

[ㄱㅁㄱ(kcw1537)]

13th week: Chapter 8 (96-102): Linear fractional transformations 14th week: Chapter 8 (103-109): Elementary mappings 15th week: Chapter 9 (112-114): Conformal mappings 16th week: Final Exam(June. 5~9) Sections 29, 84, 95, 110-111 will be skipped.

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라네요

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중간까지는 할만할텐데 기말은... 음... 화이팅!

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나무서워 그렇게말하지마

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교재 뭘로함

[ㄱㅁㄱ(kcw1537)]

Brown & Churchil, Complex Variables and Applications

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