cti transportation

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The transportation network of rookie Logistics (network flow)

]= Mat[v][u] =1; } //then you build the network streamMxf.init (0,0,2*n+2); for(intI=1; i) { if(i!=mid) Mxf.add_edge (2(In2*i+1,1); for(intj=i+1; j) { if(Mat[i][j] = =0)Continue; if(j!=mid) Mxf.add_edge (2*i+1,2*j,Ten); if(i!=mid) Mxf.add_edge (2*j+1,2(InTen); }} Mxf.s=2*mid+1; MXF.T=2*a+1; Mxf.getflow (); MXF.T=2*b+1; Mxf.getflow (); //after two streams have been found, the path is sought. intans[ the]; intAnscnt=

HDU 4940 Destroy Transportation System (feasible flow judgment without Yuanhui upper and lower bounds network flow)

Test instructions: There are n points and m bars have a network of edges, each side has two costs:D: Cost of destroying this side B: rebuilding the cost of a two-way sideLooking for such two point sets, so that the point set S points set T satisfies the cost of destroying all the paths of S to T and > destroys all T to S of the cost of the path and + rebuilds these T to s the cost of the bidirectional path and.Idea 1:And then this is the solution to the feasible flow problem of the Yuanhui wit

POJ 3228 Gold Transportation and collection

Test instructionsThere are N and cities and M roads, each city has the amount of gold and gold collected, and now it is time to collect all the gold, the shortest side of the pass.Analysis:binary + max stream or combined equivalence class with and check set.//poj 3228//sep9#include POJ 3228 Gold Transportation and collection

POJ 3228 Gold Transportation two points + max flow

) {a,0,node[b]};node[b]=top++;}int getflow (int u,int f) {if (u==n+1)return F;int ans=0;for (int i=node[u];i!=-1;i=side2[i].next) {int to=side2[i].to,c=side2[i].val;if (dis[u]>dis[to]c) {int X=getflow (To,min (f-ans,c));Side2[i].val-=x;Side2[i^1].val+=x;Ans+=x;if (ans==f) return ans;}}gap[dis[u]]--;if (gap[dis[u]]==0) dis[0]=cnt+2;dis[u]++;gap[dis[u]]++;return ans;}bool OK (int x) {cnt=n+2;memset (dis,0,sizeof (dis));memset (Gap,0,sizeof (GAP));memset (node,-1,sizeof (node));gap[0]=cnt;Top=0;for

Poj1797-heavy Transportation (maximum side, shortest path deformation SPFA)

( !q.empty ()) - { inP =Q.front (); - Q.pop (); toVIS[P.E] =false; + intLen =g[p.e].size (); - the for(intI=0; i) * { $Pn =G[p.e][i];Panax Notoginseng - if(DIST[PN.E] min (DIST[P.E],PN.W)) the { +DIST[PN.E] =min (DIST[P.E],PN.W); A the if(!VIS[PN.E]) + { -VIS[PN.E] =true; $ Q.push (Pn); $ } - } - } the } - returnDist[n];Wuyi } the voidInit () - { Wu for(intI=1;

UVA 301 Transportation (backtracking)

In fact, the retrospective is very simple is the violence + judgment conditions, the conditions of the establishment of continued violence, conditions are not set to return to the next violence, the difficulty is to find the conditions for the establishment,In my opinion, backtracking is the pruning of violence, to find out the condition of the establishment of the basic solution ...Ideas:This question should find out the current bus order and the number of people can get on the train,, I used n

HDU 3667 cost Flow split transportation

= edges[p[u]]. from; the } the } the returnCost ; - } the the intMain () the {94 while(SCANF ("%d%d%d", n, m, k) = =3) the { theInit (n +1); the 98s =0, t =N; AboutAddedge (s),1K0); - 101 while(m--)102 {103 intu, V, a, C;104scanf"%d%d%d%d", u, v, a, C); the for(inti =0; i )106Addedge (U, V,1, A * (I *2+1));107 }108 109 intCost =mincost (); the if(MAXF "-1");111 Elseprintf"%d\n", cost); the }1

Codevs1669 Transportation Equipment

equipment; third to N+2 line: 3 number per line Ti Vi GI indicates the firepower value, volume and weight of the equipment; outputs description output DescriptionOutputs a number that represents the maximum firepower value that may be obtained sample input to sample6 5410 2 220 3 240 4 330 3 3 sample output Sample outputs50 Data RangeFor 50% of data, v,g,n≤100For 100% of data, v,g,n≤1000 SolvingTwo-dimensional cost knapsack problem, the subject to meet the 01 backpack model, just the

SharePoint code-free workflow design and development example--Transportation reimbursement Process (ii)

empty, "section" Control hides(2) Custom "Submit" and "Close" buttonsInsert a two button control, such asAdd a rule for the submit button as follows "Disable submit after commit" rule"Error message Prompt" rules, such as"Error message emptying" rule, such as"Submit Form" rules, such asAbout the settings for the data connection "master commit", such asFile name format is (author _ date _ Time)Test User _20120720_003011Concat (String (Iuser), "_", translate (translate (substring (now (), ":", "")

Poj--1797--heavy Transportation (Shortest way)

Link:http://poj.org/problem?id=1797Code:#include #include#include#includestring.h>#include#include#includeusing namespacestd;#defineN 1100#defineINF 0x3f3f3f3f3fintN, M, Dist[n], g[n][n], v[n];intDIST (intSintE) {dist[1]=0; v[1]=1; for(intI=1; i) Dist[i]= g[1][i]; for(intI=1; i) { intindex=-1, max=-1; for(intj=1; j) { if(v[j]==0 dist[j]>MAX) {Index= J, MAX =Dist[j]; }} V[index]=1; for(intj=1; j) { if(v[j]==0) { intTMP =m

GIS outsourcing of zhongke yanyuan --- transportation integrated Geographic Information Platform, yanyuan gis

GIS outsourcing of zhongke yanyuan --- transportation integrated Geographic Information Platform, yanyuan gisA gis portal that integrates maps, services, and transport. It is a GIS portal that integrates maps, services, and transport, without complex settings and deployment, you can quickly create interactive maps and applications and share them with other people in the company. To improve work efficiency. Platform: Flexible data management and shar

World of Warcraft teaches you how to add Transportation

Add the code to world. save. [OBJECT]GUID = 0211B2BTYPE = 5ENTRY = 176495.MODEL = 3031XYZ = 2056.709473 237.530640 99.766960 4.839873GTYPE = 15GFLAGS = 40 This Zeppelin is grom' Gol Related transportation tools and items . Addgo 4170-orc platform elevator down. Addgo 4171-orc platform lift up. Addgo 20649-undervator). Addgo 20650-open/close the door of the undead underground city . Addgo from 176080 to 176085 is the subway . Addgo 164871The airships

Bzoj 1003 zjoi 2006 Dynamic Planning of Logistics and Transportation + spfa

Tags: bzoj short circuit dynamic plan zjoi2006 spfa Some docks are composed of several edges. In some cases, some docks need to be repaired and cannot be used during this period. If you change the route, you will have to spend a certain amount of time to find the minimum cost within the specified number of days. Idea: Use spfa for short circuit. The key is dynamic planning. I thought about this rule for a long time and finally found myself thinking complicated. I first thought about how to use

[Noip2013] freight car transportation

DescriptionA has n cities in China, ranging from 1 to n. There are m two-way roads between cities. Each road imposes weight limitations on vehicles. Now there are Q trucks carrying goods. drivers want to know that each truck can carry a maximum of multiple goods without exceeding the vehicle weight limit. Input FormatThe first line has two integers n, m separated by a space, indicating N cities and M roads in.Next, line M contains three integers x, y, and z in each row. Each integer is separated

National Transportation Consulting System by C + + on Linux

Information StoreUsing adjacency table to store city information and line information is more efficient than adjacency matrix.Main data structuresI) time, the input and output format of the canonical timesII) Vnode, head node, for creating vertex tables, storing city informationIII) Arcnode, table nodes, used to create edge tables, store arc-pointing city information, and line informationIV) InfoType, storage line informationV) Priority queue, precedence queues, for optimizing the insertion node

[POJ 1797] Heavy TRANSPORTATION[SPFA]

Topic Link: [POJ 1797]heavy TRANSPORTATION[SPFA] The analysis: For all paths from point 1 to N, the maximum size of the smallest capacity on the path. Ideas for solving problems: will be the shortest way of thinking change on the line. The Dis[i] Array records the smallest road capacity on the road from point 1 to I. Note Initialization of the DIS array. Personal experience: It was written because it was stuck in the initialization and tried several t

[DP] BZOJ1003: [ZJOI2006] Logistics and transportation __DP

the Given an M-without-direction graph, you need to plan N-day transportation solutions. N days, every day from the S walk to T walk once, each point in some days can not pass. The cost is equal to the length of the path each day, and if the path chosen by the first day is different from the I-1 Day (i>1), it will take more than K to change the route price. Ask for the minimum total cost.(N Solving Brain hole problem, not too difficult. May at first

Coal Transportation by train

total number can be derived from other values.The programming example is: Int sum = 3000;Int load_num = 1000; Int result = 0;Int time = sum/load_num-1;For (INT I = time; I> 0;-I ){Result + = load_num/(I * 2) + 1 );} (Source: http://blog.csdn.net/chentaihan/article/details/6439402) Subject content: You are a coal boss in Shanxi province. You have mined 3000 tons of coal in the mining area and need to transport it to the market for sale. there are 1000 kilometers from your mining area to the mar

Poj 1797 Heavy Transportation (transient deformation)

Heavy Transportation Time limit:3000 Ms Memory limit:30000 K Total submissions:20364 Accepted:5401 DescriptionBackground Hugo heavy is happy. after the breakdown of the cargolifter project he can now expand business. but he needs a clever man who tells him whether there really is a way from the place his customer has build his giant steel crane to the place where it is needed on which all streets can carry weight.

[Zjoi2006] short-circuit dynamic planning for logistics and transportation

Code: The definition Status $ DP [I] $ is the minimum cost of the previous $ I $ days. Status transfer: $ DP [I] = min (DP [I], DP [J] + spfa (J + 1, I) $ here $ spfa (I, j) $ refers to $ (I, j) $ the shortest path (minimum cost) in the day with the most short-circuit solution) #include    [Zjoi2006] short-circuit dynamic planning for logistics and transportation

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