Description:
Numerical Analysis.
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Question regarding linprog in optimization toolbox
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Folks, I have a question on making matrix "Aeq " to solve LP using Linprog. Here is my LP problem: Max sum{i = 1 to n} sum{j = 1 to n} X_ij s.t. sum{j = 1 to n} X_ij = b_i for i = 1, ..., n sum{i = 1 to n} X_ij = c_j for j = 1, ..., n sum{i = 1 to n} sum{j = 1 to n} i * j * X_ij = d... more »
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Operations management 10e william j. Stevenson , solutions manual
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contact me to :g2s...@gmail.com g2smtb (at) gmail(dot)com Hi, if you need solutions manual or test bank only contact me by email. contact me to :g2s...@gmail.com g2smtb (at) gmail(dot)com If what u need isn’t in my list ,don’t worry ,only send the email with textbook name ,author and ISBN ,publisher to :g2s...@gmail.com... more »
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Help speeding up FOR loop code in matlab tia sal22
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Help speeding up FOR loop code in matlab tia sal22 Greetings All I have some code below that works but I need some help speeding it up. the FOR loop works but it takes 2.3mins to finish. Can this FOR loop be vectorized to speed it up and if so how? tia sal22 See working code below: clear all, clc tic... more »
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All Solutions Manuals & Test Banks Are HERE!!! #2
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5760 Marketing Research Essentials with SPSS 6th Edition McDaniel Gates Instructors Manual 5761 Marketing Research Essentials with SPSS 6th Edition McDaniel Gates Test Bank 5762 Marketing Research 5th Edition Malhotra Test Bank 5763 "Marketing Research; An Applied Orientation and SPSS" 5th Edition Malhotra Instructor Manual... more »
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All Solutions Manuals & Test Banks Are HERE !!!
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Hello, We would like to inform you that we have the following solutions manuals, instructor manuals, and test banks available for sale. We are able to send the files within few hours. You can contact us directly at : student.g...@gmail.com Or visit our website for more information : [link]... more »
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Double precision question
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If I differentiate a function using central finite difference, then the error term is O(h^2). So I would expect that the smaller the value of h, the smaller the error. However, performing this test on the function y = sin(x) gives me the following results: h CD Error 0.1 0.953745058 -0.001591432... more »
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