Dijkstra, E. W. (1959). "A note on two problems in connexion with graphs" (PDF). Numerische Mathematik. 1: 269–271. doi:10.1007/BF01386390.CS1 maint: ref=harv (link)
Cormen, Thomas H.; Leiserson, Charles E.; Rivest, Ronald L.; Stein, Clifford (2001). "Section 24.3: Dijkstra's algorithm". Introduction to Algorithms (Second ed.). MIT Press and McGraw-Hill. pp. 595–601. ISBN0-262-03293-7.
Fredman, Michael Lawrence; Tarjan, Robert E. (1984). . 25th Annual Symposium on Foundations of Computer Science. IEEE: 338–346. doi:10.1109/SFCS.1984.715934. คลังข้อมูลเก่า เก็บจาก แหล่งเดิม เมื่อ 2012-10-11. สืบค้นเมื่อ 2011-09-12.CS1 maint: ref=harv (link)
Fredman, Michael Lawrence; Tarjan, Robert E. (1987). "Fibonacci heaps and their uses in improved network optimization algorithms". Journal of the Association for Computing Machinery. 34 (3): 596–615. doi:10.1145/28869.28874.CS1 maint: ref=harv (link)
Zhan, F. Benjamin; Noon, Charles E. (1998). "Shortest Path Algorithms: An Evaluation Using Real Road Networks". Transportation Science. 32 (1): 65–73. doi:10.1287/trsc.32.1.65. Unknown parameter |month= ignored (help)
Leyzorek, M.; Gray, R. S.; Johnson, A. A.; Ladew, W. C.; Meaker, Jr., S. R.; Petry, R. M.; Seitz, R. N. (1957). Investigation of Model Techniques — First Annual Report — 6 June 1956 — 1 July 1957 — A Study of Model Techniques for Communication Systems. Cleveland, Ohio: Case Institute of Technology.CS1 maint: ref=harv (link)
นตอนว, ของไดก, สตรา, บทความน, ไม, การอ, างอ, งจากแหล, งท, มาใดกร, ณาช, วยปร, บปร, งบทความน, โดยเพ, มการอ, างอ, งแหล, งท, มาท, าเช, อถ, เน, อความท, ไม, แหล, งท, มาอาจถ, กค, ดค, านหร, อลบออก, เร, ยนร, าจะนำสารแม, แบบน, ออกได, อย, างไรและเม, อไร, งกฤษ, dijkstra, . bthkhwamniimmikarxangxingcakaehlngthimaidkrunachwyprbprungbthkhwamni odyephimkarxangxingaehlngthimathinaechuxthux enuxkhwamthiimmiaehlngthimaxacthukkhdkhanhruxlbxxk eriynruwacanasaraemaebbnixxkidxyangiraelaemuxir khntxnwithikhxngidkstra xngkvs Dijkstra s algorithm thukkhidkhnkhunodynkwithyakarkhxmphiwetxrchawdtchnamwa aexdsekhxr idkstra Edsger Dijkstra inpi 1959 ephuxaekikhpyhawithisnsudcakcudhnungid sahrbkrafthimikhwamyawkhxngesnechuxmimepnlb sahrbkhntxnwithinicaharayathangsnthisudcakcudhnungipyngcudid inkrafodycahaesnthangthisnthisudipthilacudyxderuxy cnkhrbtamthitxngkarkhntxnwithikhxngidkstrarupphaphaesdngkhntxnwithikhxngidkstrapraephthkhntxnwithikarkhnhaokhrngsrangkhxmulkrafprasiththiphaphemuxekidkrniaeythisudO E V l o g V displaystyle O E VlogV dkhk enuxha 1 khntxnwithi 2 karprayuktichngan 3 duephim 4 xangxing 5 aehlngkhxmulxunkhntxnwithi aekikhkahndihpmhnungepnpmerimtn initial node aelakahndih rayathangkhxngpm Y distance of node Y hmaythungrayathangcakpmerimtnipyngpm Y khntxnwithikhxngidkstracakahndkharayathangerimtniwbangpmaelacaephimkhaipthilakhntxn kahndihthukpmmikharayathangtamesnechuxm odyihpmerimtnmikhaepnsuny aelapmxunmikhaepnxnnt thaekhruxnghmaythukpmykewnpmerimtnwayngimipeyuxn unvisited tngihpmerimtnepnpmpccubn srangestkhxngpmthiyngimipeyuxnkhunmaesthnungsungprakxbdwythukpmykewnpmerimtn cakpmpccubn phicarnapmkhangekhiyngtamesnechuxmthukpmthiyngimipeyuxn aelakhanwnrayathangtxenuxngkhxngesnechuxm twxyangechn thapmpccubnkhux A mirayathangkhxngpmepn 6 aelaesnechuxmthitxcak A ipyngpmkhangekhiyng B mirayathangepn 2 dngnnrayathangkhxngpm B odyphan A cungethakb 6 2 8 epntn tharayathangthikhanwnidmikhanxykwakharayathangthibnthukxyukhxngpmnn ihekhiynthbkharayathangkhxngpmdngklaw aemwapmkhangekhiyngidthukphicarnaaelw aetkyngimthaekhruxnghmaywaipeyuxnaelw visited inkhntxnni pmkhangekhiyngcayngkhngxyuinestkhxngpmthiyngimipeyuxnechnedim emuxphicarnapmkhangekhiyngcakpmpccubnkhrbthukpmaelw thaekhruxnghmaypmpccubnwaipeyuxnaelw aelanaxxkcakestkhxngpmthiyngimipeyuxn pmthiipeyuxnaelwnicaimthuknamatrwcsxbxik kharayathangthibnthukxyucasinsudaelamikhanxysud pmpccubntwthdipthithukeluxkcaepnpmthimikharayathangnxysudinestkhxngpmthiyngimipeyuxn thaestkhxngpmthiyngimipeyuxnfwangaelwihhyudkarthangan khntxnwithiesrcsin hakimichiheluxkpmyngimipeyuxnthimikharayathangnxysudepnpmpccubn aelwwnklbipthakhntxnthi 3karprayuktichngan aekikherasamarthyxswnpyhainchiwitcringihepnpyhathangkhnitsastrid echn karihcudyxdepnemuxngaelaesnechuxmepnthnnduephim aekikhkhntxnwithikhxngeblaemn fxrd sahrbpyhawithisnsudthinahnkkhxngesnechuxmtidlbid pyhakaredinthangkhxngphnkngankhayxangxing aekikhDijkstra E W 1959 A note on two problems in connexion with graphs PDF Numerische Mathematik 1 269 271 doi 10 1007 BF01386390 CS1 maint ref harv link Cormen Thomas H Leiserson Charles E Rivest Ronald L Stein Clifford 2001 Section 24 3 Dijkstra s algorithm Introduction to Algorithms Second ed MIT Press and McGraw Hill pp 595 601 ISBN 0 262 03293 7 Fredman Michael Lawrence Tarjan Robert E 1984 Fibonacci heaps and their uses in improved network optimization algorithms 25th Annual Symposium on Foundations of Computer Science IEEE 338 346 doi 10 1109 SFCS 1984 715934 khlngkhxmuleka ekbcak aehlngedim emux 2012 10 11 subkhnemux 2011 09 12 CS1 maint ref harv link Fredman Michael Lawrence Tarjan Robert E 1987 Fibonacci heaps and their uses in improved network optimization algorithms Journal of the Association for Computing Machinery 34 3 596 615 doi 10 1145 28869 28874 CS1 maint ref harv link Zhan F Benjamin Noon Charles E 1998 Shortest Path Algorithms An Evaluation Using Real Road Networks Transportation Science 32 1 65 73 doi 10 1287 trsc 32 1 65 Unknown parameter month ignored help Leyzorek M Gray R S Johnson A A Ladew W C Meaker Jr S R Petry R M Seitz R N 1957 Investigation of Model Techniques First Annual Report 6 June 1956 1 July 1957 A Study of Model Techniques for Communication Systems Cleveland Ohio Case Institute of Technology CS1 maint ref harv link aehlngkhxmulxun aekikhkhntxnwithikhxngidkstrainyuthub bthkhwamniyngepnokhrng khunsamarthchwywikiphiediyidodyephimkhxmulekhathungcak https th wikipedia org w index php title khntxnwithikhxngidkstra amp oldid 9561035, wikipedia, วิกิ หนังสือ, หนังสือ, ห้องสมุด,