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  <namePart>Lipschutz, Seymour</namePart>
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  <publisher>Jakarta : Salemba Teknika</publisher>
  <dateIssued>2002</dateIssued>
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 <note>A. Teori Graph 1. Graph dan Multigraph 2. Derajat (Degree) Suatu Verteks 3. Path  Konektivitas 4. Subgraph  Komponen Terhubung  Titik Potong  Jembatan (Bridge) 5. Multigraph yang Dapat Ditelusuri (Traversable) 6. Graph Khusus 7. Matriks dan Graph  Perwakilan Hubungan 8. Graph Berlabel (Bernilai) 9. Graph Isomorphis dan Homomorphis  B. Graph Planar dan Tree 1. Graph Planar 2. Pemetaan dan Region 3. Formula Euler 4. Graph Tidak Planar 5. Graph Berwarna 6. Warna dan Pemetaan 7. Tree  C. Graph Berarah dan Tree Biner 1. Graph Berarah 2. Definisi Dasar  Derajat  Path  Konektivitas 3. Digraph  Relasi dan Matriks 4. Tree Berakar 5. Tree Biner  D. Analisis Kombinasi 1. Konsep Penghitungan  Notasi Faktorial 2. Koefisien Binomial 3. Permutasi 4. Kombinasi 5. Partisi-partisi Terurut dan Tidak Terurut 6. Diagram Pohon  E. Sistem Aljabar 1. Operasi dan Semigroup 2. Group dan Subgroup 3. Subgroup Normal  Group Factor  Group Homomorphisma 4. Ring dan Ideal 5. Integral Domain  PID  UFD 6. Field 7. Polinomial Pada Sebuah Field  F. Bahasa  Grammar  Automata 1. Untai (Kata) 2. Bahasa 3. Ekspresi Regular  Bahasa Regular 4. Automata Stata Hingga 5. Tata Bahasa (Grammar) dan Bahasa</note>
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  <topic>1. MATEMTIKA</topic>
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