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(solution) Objective: Work with graphs and Kruskals algorithm for minimum


Objective: Work with graphs and Kruskals algorithm for minimum spanning trees. Overview: The pseudocode for Kruskals algorithm is given in the textbook to find a minimum spanning tree of a graph. Your program will find the minimum spanning tree among a set of cities in Texas. Details: Write a command-line program that uses Kruskal's algorithm to find a minimum spanning tree of a graph. The graph will be provided as a file named assn9_data.csv. The data in the file is in the form of an adjacency list. You must use the author's DisjSets class without modifying it. You can either use one of the author's priority queue classes or you can use the PriorityQueue class provided in Java. You should output each edge of your minimum spanning tree as the names of the two cities and the distance between them. You should also print the sum of all of the distances in the tree. 



Abilene

 

Amarillo

 

Austin

 

Brownsville

 

Bryan

 

Corpus Christi

 

Dallas

 

El Paso

 

Houston

 

Killeen

 

Laredo

 

Longview

 

Lubbock

 

McAllen

 

Midland

 

San Angelo

 

San Antonio

 

Texarkana

 

Tyler

 

Waco

 

Wichita Falls Dallas

 

El Paso

 

Bryan

 

Corpus Christi

 

Austin

 

Brownsville

 

Abilene

 

Amarillo

 

Bryan

 

Austin

 

Corpus Christi

 

Dallas

 

Amarillo

 

Brownsville

 

El Paso

 

Abilene

 

Austin

 

Dallas

 

Bryan

 

Abilene

 

Abilene 184 San Angelo

 

440 Lubbock

 

103 Killeen

 

161 McAllen

 

103 Houston

 

161 Houston

 

184 Longview

 

440 Laredo

 

100 Corpus Christi

 

68 San Angelo

 

143 El Paso

 

126 Texarkana

 

123 Midland

 

60 Corpus Christi

 

305 Laredo

 

90 Killeen

 

80 Corpus Christi

 

177 Longview

 

146 Dallas

 

184 Bryan

 

142 Amarillo 90 Waco

 

123 Wichita Falls

 

68 San Antonio

 

60

 

100 Tyler

 

217 Laredo

 

126 Texarkana

 

606 Midland

 

217 San Antonio

 

184 Waco

 

606 McAllen

 

90 Tyler

 

118 Wichita Falls

 

154 Laredo

 

418 Lubbock

 

184 Midland

 

143 Houston

 

90 Wichita Falls

 

95 Houston

 

86 Killeen

 

225 Dallas 184 Wichita Falls

 

225

 

80 142 146 Waco

 

143 McAllen

 

177 Tyler

 

305

 

197 Tyler

 

63

 

144 Midland

 

38

 

210

 

144

 

118 San Angelo

 

112 San Antonio

 

197 Laredo

 

272

 

199 Longview

 

63 San Angelo

 

142 Lubbock 86

 

154 San Antonio

 

95 Wichita Falls 143

 

142 199

 

418 San Antonio 156 112

 

212 Waco

 

156 San Angelo 215 Wichita Falls

 

212 38 Waco

 

215 Tyler

 

210 San Angelo 132

 

132

 

239 Texarkana 239 272

 


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