An Algorithm for Topological Sorting The basic algorithm for topological sorting is very simple: 1. Find a vertex that has no successors. 2. Add the vertex to a list of vertices. 3. Remove the vertex from the graph. 4. Repeat Step 1 until all vertices are removed. Write code to Implementing the Algorithm
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An
The basic algorithm for topological sorting is very simple:
1. Find a vertex that has no successors.
2. Add the vertex to a list of vertices.
3. Remove the vertex from the graph.
4. Repeat Step 1 until all vertices are removed.
Write code to Implementing the Algorithm
Step by step
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- neural networks Program to generate random numbers from 11 to 21 as class 1 and generate random numbers from 9 to 55 as class append them to the lists. Take 8 data in each list and plot it.JAVA CODE THANK YOU 2. Binary Search by CodeChum Admin Searching is one very important Computer Science task. When you have a list, searching is natural. You would want to search for an item in the list. If the list is not sorted, there is no way to it but do a linear search - check each element until the item is found or until there are no elements left to inspect. But when the list is sorted, searching becomes way faster! Think of the dictionary; the actual printed dictionary. The words there are sorted from A-Z. And searching for what soliluquy means you should not start from A and turning the pages one by one until you reach the entries for the letter S. What do you usually do? You open the dictionary right smack in the middle and see if you are in the letter S. If you are short and are brought to a letter before S, you try to estimate and open a page to the right of where you are currently. If you went beyond S, you try to open a page before the page you are currently…python language Write a function that generate all of the edges in a Graph. INPUT: Graph (as a Dictionary) OUTPUT: Nothing is output RETURNED: The resulting List of edges
- PLEASE HELP, PYTHON THANK YOU def add_vertex(self, vertex): if vertex not in self.__graph_dict: self.__graph_dict[vertex] = [] def add_edge(self, edge): edge = set(edge) (vertex1, vertex2) = tuple(edge) ################# # Problem 4: # Check to see if vertex1 is in the current graph dictionary ################## #DELETE AND PUT IN THE IF STATEMENTS self.__graph_dict[vertex1].append(vertex2) else: self.__graph_dict[vertex1] = [vertex2] def __generate_edges(self): edges = [] ################# # Problem 5: # Loop through all of the data in the graph dictionary and use the variable vertex for the loop'ed data ################## #DELETE AND PUT IN THE LOOP STATEMENTS for neighbour in self.__graph_dict[vertex]: if {neighbour, vertex} not in edges: edges.append({vertex, neighbour}) return edges…Graph Theory: Graph theory in computer science uses a graphical matrix with nodes and edges to describe a data structure. These can be used for search trees, game theory, shortest path, and many other applications in math and computer science. An example of an application of a graph in computer science is the data structure used to hole the moves for a checkers game program. Each move can be represented by a node. The edges connecting the nodes are determined by the rules of the game, basically how to get to the node. This is a directed graph, because a player cannot take a move back. So the flow is always in one direction towards the end of the game. Cycles in a graph is when a node can go back to itself. This is not possible in this graph, because a move can only go to another position on the board. The only case where this would be correct is if a player were allowed to skip his turn, or move to the same spot that he is already in. A graph is said to be connected if there is a path…In netbeans using Java create a class Palindrome2 which replaces the while loop of problem 13 with a for loop.
- Home Asagnment Write a program that should create a single link list and it should insert and delete nodes from link list. Write an algorithm that should concatenate three link lists into one link list. Write an algorithm that should split a single link list into three link list. Assume that initial link list has 30 nodes. Write an algorithm that should count nodes with even values. Write an algorithm that should sort values of nodes of link list. Write an algorithm that should delete duplicate nodes from link list. Write an algorithm that should delete all nodes from link list. Write an algorithm that should reverse data of all nodes of link list.MazeSolver attempts to recursively traverse a Maze. The goal is to get from the * given starting position to the bottom right, following a path of 1’s. Arbitrary * constants are used to represent locations in the maze that have been TRIED * and that are part of the solution PATH.Social Graph project is network which consists of two things : People is represented in the Graph by Nodes or Vertices (the vertex should consist of name of the person) Relationships is represented in the Graph by edges or arcsThe project should have at least two class with following methods : addNode add vertices to graphs(New person in the Graph Net )removeNode removes vertices to graphs(remove person from the graph Net)addEdge adds connections or paths between vertices in graphs(make new relationship between two persons in the graph )removeEdge removes connection or paths between vertices in graphs (remove the relationship between two persons in the graph )contains check if a graph contains a certain valuehasEdge checks if a connection or path exists between any two vertices in a graph IN JAVA LANGUAGE PLEASE and thnak you !
- 1) Design an algorithm using DFS that detects whether graph G has a cycle. State and explain running time. Graph G need not be connected. Write in Pseudocode, please. 2) BFS refresher: Suppose you have an n × n chessboard and a knight placed in one of the squares. Youwould like to find out the fewest number of moves needed to reach a given target square. Design an algorithmfor this task stated formally below: Input: An n × n chess board, a starting square S, and a target square T.Output: The fewest number of moves a knight takes to move from S to T. Write in Pseudocode, please.Name: Na ID: A Name: 3. An algorithm will be used to identify the maximum value in a list of one or more integers. Consider the two versions of the algorithm below. Algorithm I: Set the value of a variable max to - 1. Iterate through the list of integer values. If a data value is greater than the value of the variable max, set max to the data value. Algorithm II : Set the value of a variable max to the first data value. Iterate through the remaining values in the list of integers. If a data value is greater than the value of the variable max, set max to the data value. Which of the following statements best describes the behavior of the two algorithms? Algorithm I always works correctly, but Algorithm II only works correctly when the maximum value is not the first value Both algorithms work correctly on all input values. а. с. in the list. b. Neither algorithm will correctly identify d. Algorithm II always works correctly, but the maximum value when the input contains both positive and…Social Graph project is network which consists of two things : People is represented in the Graph by Nodes or Vertices (the vertex should consist of name of the person) Relationships is represented in the Graph by edges or arcsThe project should have at least two class with following methods : addNode add vertices to graphs(New person in the Graph Net )removeNode removes vertices to graphs(remove person from the graph Net)addEdge adds connections or paths between vertices in graphs(make new relationship between two persons in the graph )removeEdge removes connection or paths between vertices in graphs (remove the relationship between two persons in the graph )contains check if a graph contains a certain valuehasEdge checks if a connection or path exists between any two vertices in a graph IN JAVA LANGUAGE