Chapter 10 graph SANGJI University Kwangman KO kkmansangji
- Slides: 76
Chapter 10 그래프(graph) SANGJI University Kwangman KO (kkman@sangji. ac. kr)
그래프 표현의 예 V(G 1)= {0, 1, 2, 3}, V(G 2)= {0, 1, 2}, kkman@sangji. ac. kr E(G 1)= {(0, 1), (0, 2), (0, 3), (1, 2), (2, 3)} E(G 3)= {(0, 1), (0, 2))} E(G 2)= {<0, 1>, <1, 0>, <1, 2>} Chap. 10: Graph -10 -
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스텝 탐색한 꼭지점 1 A 2 B, F, G A 3 B, F, H A, G 4 B, F A, G, H 5 B A, G, H, F 6 C, D A, G, H, F, B 7 C, E A, G, H, F, B, D 8 C A, G, H, F, B, D, E 9 kkman@sangji. ac. kr 스택 A, G, H, F, B, D, E, C Chap. 10: Graph -21 -
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스텝 큐 1 A 2 B, F, G A 3 F, G, C, D A, B 4 G, C, D A, B, F 5 C, D, H A, B, F, G 6 D, H A, B, F, G, C 7 H, E A, B, F, G, C, D 8 E A, B, F, G, C, D, H 9 kkman@sangji. ac. kr 탐색한 꼭지점 A, B, F, G, C, D, H, E Chap. 10: Graph -26 -
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BFS 알고리즘 void bfs_mat(Graph. Type *g, int v) { int w; Queue. Type q; init(&q); // 큐 초기화 visited[v] = TRUE; // 정점 v 방문 표시 printf("%d ", v); enqueue(&q, v); // 시작 정점을 큐에 저장 while(!is_empty(&q)){ v = dequeue(&q); // 큐에 정점 추출 for(w=0; w<g->n; w++) // 인접 정점 탐색 if(g->adj_mat[v][w] && !visited[w]){ visited[w] = TRUE; // 방문 표시 printf("%d ", w); enqueue(&q, w); // 방문한 정점을 큐에 저장 } } } kkman@sangji. ac. kr Chap. 10: Graph -28 -
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Prim의 MST 알고리즘 kkman@sangji. ac. kr Chap. 10: Graph -58 -
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- Sangji
- Sheri sangji
- Sangji
- Www.sangji.ac.kr
- Bridge graph
- Resource allocation graph and wait for graph
- "university of maryland university college"
- Solving systems of linear inequalities by graphing
- How to tell if a polynomial is positive or negative
- Y kx 2
- What is proportion formula
- Feature story writing
- Which parent function is represented by the graph apex
- Riemann hypothesis
- Spirometry graph
- Graph terminology
- Manipulated variable and responding variable graph
- How to do cube roots
- Vpp graph
- Velocity vs time graph definition
- Velocity vs time graph
- Constant velocity graph
- Disadvantages of god-pod method
- Sin graph points
- Transformations of quadratic functions
- Graph using transformations
- How to graph using intercepts
- Use the graph below to answer the following questions.
- Absolute value function transformations
- Graph theory
- State graphs in software testing
- Transaction flow graph diagram
- Nut graf
- Transaction flow testing
- Data flow testing
- Lesson 2, 2 reflections answer key
- Energy systems graph
- Typical graph
- Domain of tangent function
- Bfs tree
- How to find the amplitude of a graph
- Amplitude of a graph
- Vertical stretch or shrink
- Strong vs weak base
- Weak acid strong base titration curve
- Endothermic vs exothermic graphs
- Specific heat capacity
- Factors affecting tga
- What is a transition graph
- Vb mapp level 2
- Which combination of initial horizontal velocity
- Marshall plan graph
- When do we use cosine rule
- Presocratic graph
- Fiedler vector graph partitioning
- Coase theorem graph
- Is the discriminant negative or positive
- Deceleration on velocity time graph
- Indirect tax graph
- Tangent graph period
- Positive adsorption
- Surplus shortage
- What is a subgraph in graph theory
- Graph adalah
- Dd path testing
- Strongly connected components
- Misleading graph
- Stabilizing selection definition
- Distance = speed
- A brief introduction to spectral graph theory
- Vacuum world state space graph
- Solving problems
- Solving and graphing inequalities on a number line
- Solve
- Software implementation of state graph
- Constant cost industry graph
- Luas daerah dalam koordinat polar