I have an algorithm which uses dynamic programming to solve a problem with multiple constraints. Basically, the alorithm randomly pulls food items from a mySQL database and modifies their amount in order to satisfy both a calorie requirement as well as a "macro" requirement. The "macro" is the percentage of protein, carbs, and fats in the total meal. I have completed a very rough version of the algorithm but I need it to be polished and rewritten to be faster (we can discuss techniques to do this). I also need multiple features added to the algorithm.
I am looking for someone who is willing to work hard over the next week to help me complete this. I will be available everyday to help you. I have not yet found all of the sensitivities of the current algorithm so we will need to work together to finish this. (you coding, me testing/ troubleshooting issues then disccussing our options).
I AM LOOKING FOR SOMEONE WHO IS WILLING TO PUT IN THE TIME AND WORK WITH ME MAKING MULTIPLE UPDATES/CHANGES DAILY.
I can give you an example calculation in a PM and a description of all of the constraints you will be facing. You will need a VERY solid understanding of mathematics and dynamic programming algorithm design to complete this as it is a tricky problem (2 people have tried already). I will need to see other dynamic programming algorithms you have completed for you to be considered.
Anyone who is interested must PM ME with two things: 1) A description of your experience with dynamic programming . 2) The word 'platypus' in the beginning of the private message. If you have not included even one of these two things I WILL NOT RESPOND TO YOU AT ALL. AGAIN, I WILL NOT EVEN READ YOUR PRIVATE MESSAGE UNLESS IT BEGINS WITH THESE TWO THINGS. If you can't even following these simple instructions, I have little confidence you will be able to complete the project and I will not respond to you.
You can see my feedback, I pay very fast, I am very fair, and I give bonuses for those who work well with m. Let the bidding begin. Also, no first time freelancers, I require feedback.
7 freelance font une offre moyenne de $523 pour ce travail
What you are describing might can possibly be solved efficiently and very quickly with Lagrange multipliers, which is a mathematical tool for solving simultaneous equations that are subject to constraints. The only pro Plus