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"Minimum rectangular area coverage: convex hull + rotational jam" UVA 10173Smallest bounding Rectangle

"Minimum rectangular area overlay: convex hull + rotational jam" uva 10173 smallest bounding rectangle topic link: UVa 10173 smallest bounding rectangle topicGive you n points to be able to cover the smallest rectangular area of all point sets.The author's 2nd convex hull problem, convex hull + rotating jam, realizes the minimum rectangular area coverage of point set">=0" written "Talk about the idea.

UVa 103 Stacking Boxes Dynamic planning on a dag---

  UVa 103The main topic: given n boxes, each box has m dimensions,One box can be nested in another box if and only if all dimension dimensions of the box are all smaller than the corresponding dimensions of the other box,(Note that the box can be rotated, that is, the dimensions of the box can be interchanged), and the maximum number of boxes can be set.The first line is entered as n,m, followed by the N-line m-dimensional boxProblem-solving ideas: Th

UVA 1572 self-assembly (topological sort)

means never visited (never called Dfs[u]) $ //C[u]=1 indicates that it has been visited and has recursively accessed all descendants of it (that is, DFS (U) has been called and returned)Panax Notoginseng //C[u]=-1 means access is being accessed (that is, recursive calls to DFS (U) are in the stack frame, not yet returned) - the //You can use DFS to find a topological sort of a directed acyclic graph (DAG). + //If the sort fails, it indicates that there is a forward loop for the diagram, not a

(DS "algorithm Primer classic") UVA 11991 Easy problem from Rujia Liu? (Index of K-V occurrences)

Main topic:Index of K-V occurrencesProblem Solving Ideas:If a data structure can be constructed, so that data[v][k] is the index value of K-V can be solved. DATA[V] represents an array of indices that appear as a number V,DATA[V][K] represents the index of the first K v occurrence. Problem eeasy problem from Rujia Liu? Though Rujia Liu usually sets hard problems for contests (for example, regional contests like Xi ' an 2006, Beijing Wuhan, or UVa

UVA 572-Oil deposits (Dfs find connectivity block + seed fill algorithm)

UVA 572-Oil deposits (Dfs seek connectivity block)The diagram also has DFS and BFS traversal, because DFS is better written, so it is common to look for connectivity blocks with DFS.The following code uses a double loop to find the adjacent 8 squares of the current lattice, or to use a constant array or write 8 DFS calls.The following algorithm is: seed Fill (FloodFill)  Two connected areasFour connected areas: from a point in the region, you can mov

UVa 10125:sumsets

question is to determine whether the a,b,c,d is different number, so in the calculation of the a+b and, but also the A and B in the set S in the subscript record down, you can use a structural question to guess. Consider the set a+b as SUM, and then enumerate t=d-c to determine if T is in sum, and if so, whether the d,c coordinates are in conflict with the subscript of the element in sum equal to T. The first way to find it is to sort the sum first and then find it directly. Running time: 0.11

(Petition training Program) UVa 11054 Wine trading in Gergovia (equivalent conversion)

Title Address: UVa 11054Very ingenious a problem, this problem is the use of equivalent conversion, for each road, if the right production than the left side of the X, then no matter where the starting point is, where the end point, you can take the left and right sides as two points, to transport X Labor from this road. Again because the sum is 0, so only need to calculate the sum of one end can be, so as long as the traversal can be calculated. It's

UVA 12436-rip Van Winkle ' s Code (line tree)

UVA 12436-rip Van Winkle ' s CodeTopic linksTest instructions: Interval modifies one add arithmetic progression, one sets the interval to a value, then asks the interval andIdea: The key lies in the place of the arithmetic progression, each node of the segment tree adds a first item and a tolerance, because arithmetic progression plus a arithmetic progression or a arithmetic progression, can be maintained by this nature, note that the set operation wi

UVA Live 4731 Cellular Network linear DP

UVA live 4731////state very well think://D (I,J) represents the minimum value of the mathematical expectation obtained by the first I network divided into J Group//Transfer equation://d (i,j) = min (d (k,j-1) +cost);//cost is the condition given by the topic. (K+1...I) segment Probability and * i;////NOTE://1) The probability of a large network in the front, so in the back, the large probability of appearing in//behind the opportunity will be small. B

UVA 10369-arctic Network (minimum spanning tree)

UVA 10369-arctic Network (minimum spanning tree)Topic linksThe main idea: the Arctic has n outposts, if the two outposts have installed wireless satellites, then they can communicate with each other, but now only M-1 Sentinel installed wireless satellite, the rest of the N-M + 1 waypoints need to install cable, cable cost and distance in proportion, So you are asked to find the smallest d (the distance between two outposts), which enables communicatio

UVA 11383 Golden Tiger Claw (km algorithm)

UVA 11383 Golden Tiger Claw topic: Given a nxn matrix, each lattice has a positive integer w ( i Span style= "font-family:mathjax_main;" id= "mathjax-span-349" class= "Mo", j ) 。 Your task is to define an integer row (i) for each row, and each column also determines an integer c o l ( i ) , allowing for lattice (i,J) , W(I,J)= RoW(I)+CoL(J) 。 All r o w ( i ) And c o l ( j

UVA 1428-ping Pong (tree-like array)

UVA 1428-ping PongTopic linksTest instructions: Given some people, from left to right, each person has a skill value, now to hold the game, must meet the position from left to right 3 people. and the skill value from small to large or from big to small, ask a few forms of organizationIdea: Use a tree-like array to process the number of the left side of each position smaller than it and the number of small on the right. Then the left and right large ca

UVa 12342 tax Calculator (water problem, taxes)

See a water problem at UVA today and share it.Test instructions: The total amount of tax, there are several requirements, if the first 180000, not satisfied, the next 300000, Na 10%, then a 400000, Na 15%, another 300000, Na 20%, after the Na 25%, if the total is greater than 0 but but 2000, NA 2000,If the total amount is not an integer, NA is the nearest and larger integer than it.Analysis: There is nothing to say, count on the line, there is no pit.

Uva 1612 Guess

Thinking about it:The topic requires the last one (that is, the nth position) of the score to be as large as possible, then must be required to N-1 the score also as large as possible. If N-1 can take 400 and 500, then N-1 should take 500, if take 400, maybe the nth position can not take 450, and can only take 350, this does not meet the requirements. In summary, you can start with the 1th place, the score as high as possible, and so on, and always by the end. Assuming that the ID of the N-1 bit

UVA 11988 Linked List

before encountering a dictionary tree or a pointer linked list, or directly on the list.Array list the main ideas and pointers are similar.A pointer is a *next that records the next address and then forms a chain.The array itself is an address when it opens up space, so this can be achieved.such as int a[11]; A[0]=1; a[1]=2; a[2]=4; a[4]=3;a[a[0]]=a[1]=2 This achieves the 1 2 4 3 to be received together. Carefully analyze the subscript of array A to increase, but the recorded data is updated.So

UVA 141 the Spot Game

stop to do the question ~ Otherwise csdn above perseverance on the small badge will be gone. =_= so I'm going to get UVA above 100 to 199 to do, time enough to do a few difficult.The topic is very simple, each time with a map recorded before the board can be, when the board rotates to use the matrix rotation formula.The rotation formula for coordinates is:(x, y) around (0, 0) clockwise to 90 degrees after coordinates (y,-X)(x, Y) around (p, q) Clockw

UVA 10192 Vacation (longest common sub-sequence)

UVA 10192 vacationthe problemYou're planning to take some rest and to go off on the vacation, but you really don ' t know which cities you should visit. So, your ask your parents for help. Your mother says "My son, you must visit Paris, Madrid, Lisboa and London. But it's only fun in this order. " Then your father says: "Son, if you ' re planning-to-travel, go first-to-Paris, then-to-Lisboa, then-to-London and then, at Last, go to Madrid. I know what

UVA live-3263-that Nice Euler circuit

do not know whether test instructions some details did not understand, or some special picture of the situation did not take into account. Use this idea even though the code is more refined. But always WAThen simply put all the vertices in the determinant, and then seek the edge. Think about it a little bit to know that the number of edges is based on the number of tracks added to the middle of the trajectory, that is, on the trajectory. Number of intersections not in track two pointsHere it is

UVA 624 CD (01 backpack)

UVA 624 CDYou had a long drive by car ahead. You had a tape recorder, but the unfortunately your best music was on CDs. You need to has it on tapes so the problem to solve is:you has a tape N minutes long. How to choose tracks from CD to get the most out of tape space and has as short unused space as possible.Assumptions:Program should find the set of tracks which fills the tape best and print it in the same sequence as the tracks is stored On the CDI

UVa 1225 Digit Counting---water problem

UVa 1225The main idea: to write the first n (nProblem-solving ideas: Using a CNT array to record 0-9 of the number of occurrences of the 10, first to initialize CNT to 0, and then let I from 1 to enumerate to N,For each I, the number of each position that is treated with live I, and the corresponding CNT subscript on +1The final output of the CNT array can/*UVa 1225 Digit Counting---water problem*/#include#

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