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Oracle11gR2 full table scan cost calculation (non-workload mode-noworkload)

; insert into test select * From dba_objects where rownum 999 rows created. SQL> commit; Commit complete. Collect table statisticsSQL> beginDbms_stats.gather_table_stats (ownname => 'test ',Tabname => 'test ',Estimate_percent = gt; 100,Method_opt => 'for all columns size 1 ',Degree => dbms_stats.auto_degree,Cascade => TRUE);END;/2 3 4 5 6 7 8 9 10 PL/SQL procedure successfully completed. SQL> select owner, blocks from dba_tables where owner = 'test' and table_name = 'test '; OWNER BLOCKS------

The cost of a wife in Shanghai (zz)

Discuss the cost of a wife in Shanghai When a man reaches a certain age, he wants to ask for his wife. Today, we are proudIt is not just for the purpose of breeding future generations, but for the purpose of raising old children, but for the sake of reflecting their own prices.Value to obtain social identity and determine the major decision-making behavior at the class level.At present, Shanghai is an example. It is difficult to have a wife without

UVALive-5095 Transportation (split + cost flow)

Main topic: There are n points, M edge, each side of the capacity of CI, the cost of ai* x^2 (x for flow, ai for the coefficient)Now ask if you can transport K units of goods from point 1 to N, and the minimum costProblem-solving ideas: Split the edge, split each side into CI bar, each side of the cost of AI * 1, ai * 3, AI * 5 ... Capacity is 1, in the same capacity, you will choose a low-

HDU 1533 going Home minimum cost max flow

down the adjacent lattice walk one step to spend 1 dollars, ask the last all people walk to the room after the smallest cost.Algorithm analysis: This problem can be used in km algorithm or minimum cost maximum flow algorithm solution, here to explain the minimum cost maximum flow method.New source point from and meeting point to,from-> person (W is 1,cost 0)Hous

Precautions for COST configuration on vro

OSPF is a typical link-State routing protocol. It is generally used in the same routing domain. Here, a routing domain refers to an autonomous system, that is,, it refers to a group of networks that exchange route information through a unified routing policy or routing protocol. In this AS, all OSPF routers maintain a database that describes the AS structure and stores the status information of the corresponding link in the routing domain, the OSPF router uses this database to calculate its OSPF

Explanation of the total cost of Unified Communication cannot open cloud services

Today, applications of the Unified Communication solution are closely related to cloud services, and the relationship between the two is inextricably linked. The implementation of the UC solution of cloud services will significantly change the technical cost indicators. As voice and video communication are integrated into automated business applications, it will become increasingly dependent on software rather than hardware, which will become especia

POJ 2516 Minimum Cost

Each item is separated to make the maximum flow of minimum cost.#include #include#include#include#include#includeusing namespacestd;Const intmaxn= ++Ten;Const intinf=0x7FFFFFFF;structedge{int from, To,cap,flow,cost;};intN,m,len,s,t;vectorEdges;vectorint>G[MAXN];intINQ[MAXN];intD[MAXN];intP[MAXN];intA[MAXN];intFlag,ans,xu;intn,m,k;intpeople[ -][ -];intsupply[ -][ -];intcost[ -][ -][ -];voidinit () { for(int

Bzoj 1877: [SDOI2009] morning run (minimum cost maximum flow)

Bare Cost Stream ... Split, flow limit is 1, final traffic and cost is the answer.----------------------------------------------------------------------#include using namespace std;const int MAXN = 409;const int INF = 1 struct Edge {int to, cap, cost;Edge *next, *rev;} e[50000], *pt = E, *HEAD[MAXN];inline void Add (int u, int v, int d, int w) {pt->to = v; pt->ca

UVA 1349 Optimal bus route Design Optimal bus route (minimum cost flow)

, and a on the left, change to a*2, the capacity is 1, because only one time, the cost is the length. Of course you need to reverse the side! Then add the meeting point, from the Y set to the sink point has the edge, and then add the source point, the source point to the X-set have edges, they are 1 cost 0.1#include 2 #defineLL Long Long3 #definePII pair4 #defineINF 0x7f7f7f7f5 using namespacestd;6 Const in

Hdoj 3376 Matrix Again and hdoj 2686 matrix "maximum cost maximum flow"

Output284680 no words died, tle to death. Fortunately finally with g++ Card, C + + die. Two test instructions is the same, the data card is not the same!!!Test instructions: give you a n*n matrix, each element represents the weight of the place. Requires that each point can only walk once, the upper-left and lower-right corner can walk two times but the weight of the value can only be obtained once. Ask you to go from the upper left corner to the lower right corner (can only move down

HDU 3667 cost Flow split transportation

Test instructionsThere are n cities, M to the road, from city 1th to transport K cargo to City N.Each has a direction to the road And each road to transport a maximum number of CI goods, the minimum cost.Analysis:Split the edge, each side split into a cost of a, 3a, 5a edge, so that the cost of each side and the flow of the square is proportional to.Since a maximum of K goods are transported, a source point

Hdu1385Minimum Transport Cost (short-circuit variant)

Hdu1385Minimum Transport Cost (short-circuit variant)Idea: The most short-circuit variant of the output path .. This question lies in multiple groups of inquiries, so I personally think it is more secure to use floyd. In addition, there is a toll in every city, so you can change the Loose Condition in floyd .. What about the output path ?? I use the successor of the output starting point instead of the precursor to the end point .. Because we care abo

Poj 2516 Minimum Cost

Minimum costtime limit: 4000 msmemory limit: 65536 kbthis problem will be judged on PKU. Original ID: 2516 64-bit integer Io format: % LLD Java class name: Main dearboy, a goods victualer, now comes to a big problem, and he needs your help. in his sale area there are n shopkeepers (marked from 1 to n) which stocks goods from him. dearboy has m supply places (marked from 1 to m), each provides k different kinds of goods (marked from 1 to K ). once shopkeepers order goods, dearboy shocould arrange

Minimum Cost flow Template

Const int M = 20010, ME = 500000; const int INF = 0x3f3fffff; // ****************************** int Head [M], next [ME], Num [ME], Flow [ME], Cap [ME], Cost [ME], Q [M], InQ [M], Len [M], pre_edge [M]; class MaxFlow {public: void clear () {memset (Head,-1, sizeof (Head); memset (Flow, 0, sizeof (Flow);} void addedge (int u, int v, int cap, int cost) {Next [top] = Head [u]; Num [top] = v; cap [top] = cap;

[ERP] The difference analysis control of standard cost in ERP

At present, most mature ERP systems are integrated with standard cost management system. Due to the highly integrated nature of the ERP system, the effects of various factors on the standard cost require a lot of time and effort from the relevant personnel to analyze, after all, the intelligent system still needs people to participate. This paper will focus on the analysis and control of differences.One, th

HDU 2686 Matrix minimum cost max flow

matrix can only be added once. Algorithm Analysis: This problem can use DP to do, but my DP thinking is limited, is not familiar with, just recently brush the topic, introduce the minimum cost maximum flow algorithm solution. Think of the top left as the source point, and the bottom right as the meeting point. Walk from the top down once, and then from the bottom to go up once, in fact, it is equivalent to go down from the top two times, that is, fr

"BZOJ-3308" September coffee shop Maximum cost max Flow + linear sieve prime

}$Then consider the number of 1~n to be screened out.Consider building a two-part mapPrime number with a source less than $\sqrt{n}$, with a capacity of 1 and a cost of 0Prime number greater than $\sqrt{n}$ to connect edge, capacity 1, cost 0Prime number less than $\sqrt{n}$ $a$ to a prime number greater than $\sqrt{n}$ $b$ edge with a capacity of 1 and a cost of

Poj2135FarmTour [maximum minimum cost of undirected graphs]

Question: poj2135FarmTour. Analysis: If this question is not carefully read, it may be used as the shortest path. the shortest path is not necessarily the best. it is the shortest path of the two, but not necessarily the shortest path. We can use the billing flow to easily solve the problem. The Edge building capacity is 1, the cost is the edge right, and then the source node s connects to 1, and the fee is Title: poj 2135 Farm Tour Question: Give an

UlTiMuS process Cost Control system--visual statistic report, good helper of financial management

Process cost Control system--visual statistic report, good helper of financial managementFinancial expenditure management directly affects the overall operation of the enterprise, the UlTiMuS process cost control system based on the platform characteristics of the "process + reporting" mode, combined with the progress of the process of budget and reimbursement, borrowing and repayment of real-time data deta

Regionals >> Asia-tehran >> 7530-cafebazaar best match minimum cost feasible flow

Regionals >> Asia-tehran >> 7530-cafebazaar > Asia-tehran >> 7530-cafebazaar Best match minimum cost feasible flow "> Topic Links: 7530 A company has n developers, there is a M app can be developed. Some of these developers must choose, some apps are required. Each developer is known to develop the benefits of each app to maximize revenue. (Each developer develops a maximum of one app, one per app at most) Topic Ideas: Solution 1:2 Graph Best match (

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