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C w(C) ≤ B B G = (V, E) v1, v2, . . . , vp HK G ′ = (V, E ′ ) G G ′ 1 (vi, vj) ∈ G w(vivj) = 2 (vi, vj) vi vj w(vi, vj) B = p p G G ′ p 2 n = p r = 2 n! r!(n − r)! p! p · (p − 1) = = 2!(p − 2)! 2 p2 − p 2 G G ′ O(p 2 ) G ′ G C w(C) ≤ B = p G G ′ G w(C) ≤ B = p ⇔ G ′ w(C ′ ) ≤ B = p ⇒: C G C v1, . . . , vp, v1 G ′ p C ′ v1, . . . , vp, v1 G ′ p ⇐: C ′ G ′ B = p p
1 1 C ′ 1 G C G p n n − 1 O(e · log v) O(e · log(e)) e v v v · (v − 1)/2 G S G K S = V (u, v) G u S u S K G n V O(e·log v) e v
Page 5 and 6: Ω Θ
Page 9 and 10: • •
Page 11 and 12: CO2
Page 13 and 14: 8, 5◦ 8, 5◦ 8, 5◦
Page 15 and 16: CO2 •
Page 17 and 18: • • • •
Page 19 and 20: • • • •
Page 21 and 22: • • • •
Page 23 and 24: •
Page 25 and 26: •
Page 27 and 28: •
Page 29 and 30: • •
Page 31 and 32: •
Page 33 and 34: •
Page 37 and 38: x ≥ 0 y ≥ 0 |x| + |y| = x
Page 39 and 40: Θ Θ x > k Θ
Page 41 and 42: ∩ = ∅
Page 43 and 44: n · n n
Page 45 and 46: a b a b
Page 47 and 48: G n a z i := 1
Page 49 and 50: c d e d
Page 51 and 52: k w(vi, vj) vi vj
Page 53: G G = (V, E) n >
Page 57 and 58: k K k = 0 : K
Page 59 and 60: T (T ) < ( ) ⇔ 2
Page 61 and 62: P = NP K
Page 63 and 64: •
Page 65 and 66: 1/2
Page 67 and 68: • •
Page 69 and 70: •
Page 71 and 72: •
Page 73 and 74: •
Page 75 and 76: •
Page 77 and 78: O(n) O(n2 )
Page 79 and 80: for m − 2
Page 81 and 82: •
Page 83 and 84: 0 0, 13 0, 39
Page 85 and 86: a c
Page 87: •
Page 90 and 91: 1054, 09+1135, 07+1204, 45−2·679
Page 92 and 93: CO2
Page 94 and 95: T SP P = NP
Page 96 and 97: •
Page 98 and 99: •
Page 100 and 101: •
Page 102: k · (k − 1) 2 + k = k · (k −

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