CS 3343/3341 Analysis of Algorithms Spring 2012 |
Graph of Capitals in USA
Applet |
Node names and locations in a grid. | Pairs of edges and weights. Plus main class. |
---|---|
// ListNode.java: Coordinate data for nodes. // Needed only to display the graph neatly. public class ListNode { public String nodeName; // name of node public int xCoord; // coords in an public int yCoord; // integer grid. public ListNode(String name, int x, int y){ nodeName = name; xCoord = x; yCoord = y; } } | // EdgeNode.java: holds graph's edge info // Implement adjacency list public class EdgeNode { public int vertexNum; // vertex num public EdgeNode nextEdgeNode; // next public int edgeDist; // edge length // other edge info here public EdgeNode(int num, EdgeNode node, int dist) { vertexNum = num; nextEdgeNode = node; edgeDist = dist; // initialize other edge info here } } |
Locations of Cities file: capsloc.txt | Distances
Between Pairs of Cities (Lengths of Edges) file: capsdist.txt | |||||
---|---|---|---|---|---|---|
CA 1 4 NV 2 4 OR 2 5 WA 2 6 AZ 3 3 UT 3 4 ID 3 5 NM 4 3 CO 4 4 WY 4 5 MT 4 6 TX 5 2 OK 5 3 KS 5 4 NE 5 5 SD 5 6 ND 5 7 LA 6 2 AR 6 3 MO 6 4 IA 6 5 MN 6 6 MS 7 2 IL 7 5 |
WI 7 6 AL 8 2 TN 8 3 KY 8 4 IN 8 5 MI 8 6 FL 9 1 GA 9 2 VA 9 3 WV 9 4 OH 9 5 SC 10 1 NC 10 2 MD 10 4 PA 10 5 DE 11 4 NJ 11 5 NY 11 6 VT 11 7 CT 12 5 MA 12 6 NH 12 7 RI 13 5 ME 13 7 | CA AZ 755 CA NV 129 CA OR 535 NV AZ 713 NV UT 534 NV ID 541 NV OR 663 OR ID 441 OR WA 160 WA ID 619 AZ NM 476 AZ UT 652 UT CO 488 UT WY 435 UT ID 338 ID WY 727 ID MT 438 NM TX 697 NM OK 585 NM CO 355 CO OK 626 CO KS 536 CO NE 486 CO WY 100 WY NE 444 WY SD 455 WY MT 675 |
MT SD 742 MT ND 624 TX LA 430 TX AR 504 TX OK 388 OK AR 337 OK MO 416 OK KS 293 KS MO 204 KS NE 165 NE MO 343 NE IA 187 NE SD 392 SD IA 490 SD MN 404 SD ND 215 ND MN 435 LA MS 150 LA AR 416 AR MS 253 AR TN 344 AR MO 340 MO TN 453 MO KY 562 MO IL 192 MO IA 255 |
IA IL 291 IA WI 279 IA MN 244 MN WI 258 MS AL 242 MS TN 392 IL KY 415 IL IN 190 IL WI 249 WI MI 614 AL FL 205 AL GA 160 AL TN 282 TN GA 255 TN NC 530 TN VA 597 TN KY 203 KY VA 532 KY WV 197 KY OH 186 KY IN 145 IN OH 175 IN MI 244 MI OH 237 FL GA 252 GA SC 212 |
GA NC 434 VA NC 156 VA MD 129 VA WV 302 WV MD 397 WV PA 354 WV OH 160 OH PA 425 SC NC 200 MD DE 62 MD PA 103 PA DE 124 PA NJ 127 PA NY 268 DE NJ 108 NJ NY 193 NY CT 111 NY MA 165 NY VT 153 VT MA 236 VT NH 106 CT RI 72 CT MA 101 MA RI 45 MA NH 68 NH ME 139 |
Complete Structure of the Internal Graph Representation (undirected graph, so each edge appears twice) |
---|
0(CA) : [2(OR),535],[1(NV),129],[4(AZ),755] 1(NV) : [2(OR),663],[6(ID),541],[5(UT),534],[4(AZ),713],[0(CA),129] 2(OR) : [3(WA),160],[6(ID),441],[1(NV),663],[0(CA),535] 3(WA) : [6(ID),619],[2(OR),160] 4(AZ) : [5(UT),652],[7(NM),476],[1(NV),713],[0(CA),755] 5(UT) : [6(ID),338],[9(WY),435],[8(CO),488],[4(AZ),652],[1(NV),534] 6(ID) : [10(MT),438],[9(WY),727],[5(UT),338],[3(WA),619],[2(OR),441],[1(NV),541] 7(NM) : [8(CO),355],[12(OK),585],[11(TX),697],[4(AZ),476] 8(CO) : [9(WY),100],[14(NE),486],[13(KS),536],[12(OK),626],[7(NM),355],[5(UT),488] 9(WY) : [10(MT),675],[15(SD),455],[14(NE),444],[8(CO),100],[6(ID),727],[5(UT),435] 10(MT) : [16(ND),624],[15(SD),742],[9(WY),675],[6(ID),438] 11(TX) : [12(OK),388],[18(AR),504],[17(LA),430],[7(NM),697] 12(OK) : [13(KS),293],[19(MO),416],[18(AR),337],[11(TX),388],[8(CO),626],[7(NM),585] 13(KS) : [14(NE),165],[19(MO),204],[12(OK),293],[8(CO),536] 14(NE) : [15(SD),392],[20(IA),187],[19(MO),343],[13(KS),165],[9(WY),444],[8(CO),486] 15(SD) : [16(ND),215],[21(MN),404],[20(IA),490],[14(NE),392],[10(MT),742],[9(WY),455] 16(ND) : [21(MN),435],[15(SD),215],[10(MT),624] 17(LA) : [18(AR),416],[22(MS),150],[11(TX),430] 18(AR) : [19(MO),340],[26(TN),344],[22(MS),253],[17(LA),416],[12(OK),337],[11(TX),504] 19(MO) : [20(IA),255],[23(IL),192],[27(KY),562],[26(TN),453],[18(AR),340],[14(NE),343], [13(KS),204],[12(OK),416] 20(IA) : [21(MN),244],[24(WI),279],[23(IL),291],[19(MO),255],[15(SD),490],[14(NE),187] 21(MN) : [24(WI),258],[20(IA),244],[16(ND),435],[15(SD),404] 22(MS) : [26(TN),392],[25(AL),242],[18(AR),253],[17(LA),150] 23(IL) : [24(WI),249],[28(IN),190],[27(KY),415],[20(IA),291],[19(MO),192] 24(WI) : [29(MI),614],[23(IL),249],[21(MN),258],[20(IA),279] 25(AL) : [26(TN),282],[31(GA),160],[30(FL),205],[22(MS),242] 26(TN) : [27(KY),203],[32(VA),597],[36(NC),530],[31(GA),255],[25(AL),282],[22(MS),392], [19(MO),453],[18(AR),344] 27(KY) : [28(IN),145],[34(OH),186],[33(WV),197],[32(VA),532],[26(TN),203],[23(IL),415], [19(MO),562] 28(IN) : [29(MI),244],[34(OH),175],[27(KY),145],[23(IL),190] 29(MI) : [34(OH),237],[28(IN),244],[24(WI),614] 30(FL) : [31(GA),252],[25(AL),205] 31(GA) : [36(NC),434],[35(SC),212],[30(FL),252],[26(TN),255],[25(AL),160] 32(VA) : [33(WV),302],[37(MD),129],[36(NC),156],[27(KY),532],[26(TN),597] 33(WV) : [34(OH),160],[38(PA),354],[37(MD),397],[32(VA),302],[27(KY),197] 34(OH) : [38(PA),425],[33(WV),160],[29(MI),237],[28(IN),175],[27(KY),186] 35(SC) : [36(NC),200],[31(GA),212] 36(NC) : [35(SC),200],[32(VA),156],[31(GA),434],[26(TN),530] 37(MD) : [38(PA),103],[39(DE),62],[33(WV),397],[32(VA),129] 38(PA) : [41(NY),268],[40(NJ),127],[39(DE),124],[37(MD),103],[34(OH),425],[33(WV),354] 39(DE) : [40(NJ),108],[38(PA),124],[37(MD),62] 40(NJ) : [41(NY),193],[39(DE),108],[38(PA),127] 41(NY) : [42(VT),153],[44(MA),165],[43(CT),111],[40(NJ),193],[38(PA),268] 42(VT) : [45(NH),106],[44(MA),236],[41(NY),153] 43(CT) : [44(MA),101],[46(RI),72],[41(NY),111] 44(MA) : [45(NH),68],[46(RI),45],[43(CT),101],[42(VT),236],[41(NY),165] 45(NH) : [47(ME),139],[44(MA),68],[42(VT),106] 46(RI) : [44(MA),45],[43(CT),72] 47(ME) : [45(NH),139], |