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Lec 17.9: Construction of field with 8 elements and some more examples: Ch-17 Book Gallian
00:10:42
Lec 17.8 Theorem 17.5: p(x) is irreducible iff ideal (p(x))is maximal: Ch-17 Book Gallian
00:18:36
Lec 17.7: Factorization of Polynomials: Q5 and Q15 of exercise ch-17 Book Gallian
00:07:48
Lec 17.6: Thm 17.4 Eisenstein criterion , Q13,14, eg 9 : ch-17 Book Gallian
00:22:54
Lec 17.5 :theorem 17.3 Mod p irreducibility test from ch-17 of book gallian
00:27:18
Lec 17.4: Thm 17.2: Reducibility over Q imples reducibility over Z from Book Gallian Ch-17
00:11:52
Lec 17.3 Ch-17 : Gauss Lemma from Book Gallian
00:09:12
Lec 17.2 Thm 17.1: Reducibility test for polynomials of deg 2or 3 from Book gallian ch-17
00:10:11
Lec 17.1: Ch-17 Factorization of polynomial: Def of irreducible polynomial& eg 1,2,3:book gallian
00:10:11
Lec 16.16 : Polynomial Rings: Exercise Q44 (Gallian)
00:12:36
Lec 16.15:Polynomial Rings: Exercise Q43 (Gallian)
00:10:03
Lec 16.14: Polynomial Rings Exercise Q42 (Book Gallian)
00:05:46
Lec 16.13: Polynomial Rings: Exercise Q31(Book: gallian)
00:07:26
Lec 16.12: Polynomial Rings Q26: Z[x] is not a principal ideal domain(Gallian)
00:11:52
Lec 16.11 Polynomial rings : Q20 of exercise of gallian
00:08:08
Lec 16.10: Polynomial Rings: Q9,19 of exercise (Book Gallian)
00:12:56
Lec 16.9 Polynomial rings: Exercise Q4: Char R=Char R[x](Book Gallian)
00:06:24
Lec 16.8 : Polynomial rings: Exercise Questions 1 and 3(Gallian)
00:04:50
Lec 16.7 Polynomial rings Example 3(Gallian)
00:10:26
Lec 16.6: Polynomial rings: Principal ideal domain, theorem 16.4 and 16.5
00:13:39
Lec 16.5: Polynomial Rings: Theorem 16.3 and complex roots of unity: Book Gallian
00:05:36
Lec 16.4: Polynomial rings: Factor theorem and remainder theorem from Book Gallian
00:06:36
Lec 16.3 : Polynomial rings: Division algorithm &example 1 from Gallian
00:12:31
Lec 16.2 : Polynomial rings: Theorem 16.1: If Dis an ID then D[x] is also an ID.Book : Gallian
00:07:22
Lec 16.1: Polynomial rings: definition and basics (Gallian)
00:12:02
Lec 8.12 : Theorem 8.4.11: Sequences and series of functions, BOOK: Bartle
00:08:04
Lec 8.11: Theorem 8.4.9: Sequences and series: Book Bartle
00:08:18
Lec 8.10: Theorem 8.4.8: Sequences and series of functions: Book: Bartle
00:08:26
Lec 8.9: Theorem 8.4.7: Sequences and series of functions: Book Bartle
00:12:48
Lec 8.8 : Sec 8.4: Theorem 8.4.6: Trigonometric Functions(Book: Bartle as per NEP)
00:13:54