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Write a program that finds the minimum of a function S(z, 9) starting from an initial search position (Ta, u) and wing a step nie A. To accomplish this lask, the program would caleulate the value of the function al the 8 nearby points (za tA, o± A) and move to the point where f(1,9) has the smallest value. The program should keep repenting this until the values of the funetion al every one of the 8 neighboring points is larger than f(r,9)- The program would receive the sarting point x0, yo and delta as command line parametens and print the coordinales of the minimum point zmm, inum and f(Ium, m) on the sereen as outpul. EXAMPLE: Suppone we want to find the minimum of the function S(z, v) – (= - 3)" + (w + 2)° + 5 The protolype for the funetion woukd be double f(double 1, double y) If we use an initial starting point (za, pu) – (1,2) and step sine A - 0.01 we would run the program from the command line as findnin.exe 1 2 0.01 the output of the program would be (approximately): 3.0 -2.0 5

Write a program that finds the minimum of a function S(z, 9) starting from an initial search position (Ta, u) and wing a step nie A. To accomplish this lask, the program would caleulate the value of the function al the 8 nearby points (za tA, o± A) and move to the point where f(1,9) has the smallest value. The program should keep repenting this until the values of the funetion al every one of the 8 neighboring points is larger than f(r,9)- The program would receive the sarting point x0, yo and delta as command line parametens and print the coordinales of the minimum point zmm, inum and f(Ium, m) on the sereen as outpul. EXAMPLE: Suppone we want to find the minimum of the function S(z, v) – (= - 3)" + (w + 2)° + 5 The protolype for the funetion woukd be double f(double 1, double y) If we use an initial starting point (za, pu) – (1,2) and step sine A - 0.01 we would run the program from the command line as findnin.exe 1 2 0.01 the output of the program would be (approximately): 3.0 -2.0 5

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Write a program that finds the minimum of a function f(1,y) starting from an initial search position (I0, 9u) and using a step nize A. To accomplish this task, the program woukd ealeulate the value of the funetion al the 8 nearby points (zo t A, MoA) and move to the point where f(1, y) has the smallent value. The program shoukd keep repeating this until the values of the funetion al every one of the 8 ncighboring pointas is larger than f(r, v). The program would resscive the starting point x0, y0 and delta as command line parameters and print the coordinates of the minimum point Imin, Frin and f(Imin, Vmm) on the sereen as output. EXAMPLE: Suppose we want to find the minimum of the function S(1, v) – (z- 3)" + (y + 2)° +5 The protolype for the funetion would be double f(double I, double y) If we use an initial starting point (zn, Bu) = (1,2) and step sie A = 0.01 we would run the program from the command line an findnin.exe 1 2 0.01 the output of the program woukd be (approximately): 3.0 -2.0 5
Transcribed Image Text:Write a program that finds the minimum of a function f(1,y) starting from an initial search position (I0, 9u) and using a step nize A. To accomplish this task, the program woukd ealeulate the value of the funetion al the 8 nearby points (zo t A, MoA) and move to the point where f(1, y) has the smallent value. The program shoukd keep repeating this until the values of the funetion al every one of the 8 ncighboring pointas is larger than f(r, v). The program would resscive the starting point x0, y0 and delta as command line parameters and print the coordinates of the minimum point Imin, Frin and f(Imin, Vmm) on the sereen as output. EXAMPLE: Suppose we want to find the minimum of the function S(1, v) – (z- 3)" + (y + 2)° +5 The protolype for the funetion would be double f(double I, double y) If we use an initial starting point (zn, Bu) = (1,2) and step sie A = 0.01 we would run the program from the command line an findnin.exe 1 2 0.01 the output of the program woukd be (approximately): 3.0 -2.0 5
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