We consider the functions g(x) and f(x) given by the formula: 2² 10 g(x)= -2, f(x)=2e²² (x²(x-1)-1). Batak alde and dat

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We consider the functions g(x) and f(x) given by the formula: 2² 10 g(x)= -2, f(x)=2e²² (x²(x-1)-1). Batak alde and dat

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We Consider The Functions G X And F X Given By The Formula 2 10 G X 2 F X 2e X X 1 1 Batak Alde And Dat 1
We Consider The Functions G X And F X Given By The Formula 2 10 G X 2 F X 2e X X 1 1 Batak Alde And Dat 1 (10.52 KiB) Viewed 53 times
We Consider The Functions G X And F X Given By The Formula 2 10 G X 2 F X 2e X X 1 1 Batak Alde And Dat 2
We Consider The Functions G X And F X Given By The Formula 2 10 G X 2 F X 2e X X 1 1 Batak Alde And Dat 2 (17.64 KiB) Viewed 53 times
We consider the functions g(x) and f(x) given by the formula: 2² 10 g(x)= -2, f(x)=2e²² (x²(x-1)-1). Batak alde and dat flood which ntion nantinlu the unling all and flm) for avon
8) We now aim to write the descent algorithm to find the minimums of these curves. Write a function "descent_algo" which takes as an imput a function h, the derive function (which we previously defined), the initial point zo. the parameter a and e (as defined in tutorial sheet-on week 4). The function should return the table of points a which have been generated after successive iterations. (10 marks) This should look like 'def descent_algo( h, derive, x0, alpha, epsilon):
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