Applied math - Optimization (analytical)
$30-250 USD
着払い
Background:
This work aim is to minimize operational costs, equipment cost and to short payback period of investment (analytically).
Scope of work:
1. Analytically solve the model (marked with yellow), which means to show which optimal S1 and S2 minimize the PBP while taking in consideration the constraint. If it is required- show convexity, linearity and infinity of the functions.
2. Analytically show and explain in which scenarios of minimum PBP: S1<S2, S1>S2, S1=S2.*
3. Optional (or should be priced separately): To write MATLAB code for demonstrating by sensitivity analysis both operational and capacity planning stages
*More details are provided in the files
プロジェクトID: #11843811
プロジェクトについて
6人のフリーランサーが、平均$237 で、この仕事に入札しています。
Hi. I'v read the descrption and sure will be able to manage to this. Also I am good in Matlab and can do the third part of the project. Regards
Hi! My name is Fernando Téllez. I am a senior year student of electrical engineering at Universidad Simón Bolívar (USB), one of the most prestigious universities in my country (Ranked 34° at the QS University Rankings: もっと
I am a chemical engineer with broad experience in mathematical modeling, simulation and optimization for chemical or manufacturing facilities. I can help with your problem. Regards
I am a PhD student at the Mathematical Institue at NMBU, norway. I am working with Gene regulatory networks and optimised control algorithms. Your jobs seems to be an easy task. Let me know if you are interested もっと
