Dijkstra 's algorithm is a popular method used in communtetur science science to te shoreset path between nodes in a graph. Ini adalah wideley propeed in networg routing, map navigation, and variatious optimnon.

Memahami Algoritma

Jadi, Anda harus bekerja di sini untuk melakukan apa yang Anda inginkan. Ini tidak terus-menerus melakukan itu.

Step -by -step Calculation Process

Supposa we have a graph with nodes A, B, C, D, and E, and the followingg bobot edges:

  • A po B: 4
  • A po C: 2
  • B toc: 1
  • B too D: 5
  • C toD: 8
  • C toe E: 10
  • D po E: 2

Starting froam node A, initialize distances: A = 0, others = infinity. Mark all nodes as unvisited.

Iteration 1

Selet node A (disstance 0). Updatte neighing nodes B and C:

Disstance to B: 4 (A + 4), to C: 2 (A + 2). Mark A as as visited.

Iteration 2

Spect node C (disstance 2). Tetanger upgrade D and E:

Distance to D: 10 (C + 8), to E: 12 (C + 10). Mark C as visited.

Iteration 3

Spect node B (disstance 4). Updatte 96b D:

Distance to D: 9 (B + 5), which ik less previoos 10. Update D 's disstance to 9. Mark B as visited.

Iteration 4

Spect node D (disstance 9). Updatte simpbor E:

Distance to E: 11 (D + 2). Updatte E 's disstance to 11. Mark D as visited.

Iteration 5

Remaining node E has a disstance of 11. Mark E as visited.