Fixed Price: $7,000 - $13,000
| Posted: 19h, 51m ago | Ends: 2d, 4h |
We need to finish building our iOS and web app, C# ASP.NET backend and are looking for a service provider to help us speed up the process. Project Overview: ? Start: Immediately after provider selection ? Duration: 5-8 weeks ? Price: Fixed price, by milestone ? Resource Estimate: 2-6 FTE ? Domain: Restaurants ? Languages: - Backend: C# - iOS App: Swift (iPhone 4s to 6 compatible) - Webclient: Responsive webapp with async only calls, portable into phonegap solution with vibration notifications, Typescript, CSS, HTML, MVVM FrameWork if needed ? Framework and Design: - Backend: EntityFramework 6, Asp.NET WebApi 2, Asp.NET MVC 5, OWIN 3, OAuth 2, SignalR - Websockets - iOS App: Localization & BLE 4.0, Silent Push Notifications, DAOs, Sizing Classes, View Constraints, deploy to Testflight, etc. ? This is not a green-field approach. We've been working on the app for quite some time already, know exactly what we want, and have a few things implemented already - don't include wirefra...
Category: Mobile Applications
Hourly Rate: Not Sure
| Duration: Not Sure
| Posted: Jun 30, 2015 | Ends: 1d, 3h |
I need someone to prove two basic theorems in a well-defined system of equations. While this is not a requirement, bonus points if you can do so in a Python or R package for automated theorem proving and provide the source code, as this is something I would like to learn. The problem is well formed, but I do not have the mathematical background to produce the proof. It is a two-sided matching system with applicants and organizations. I want to prove something with respect to the relationship between the number of applications per applicant, and offer rates by organizations. I would also like to prove that this system is in an unstable equilibrium given two basic assumptions. Please let me know your background and availability to work on this over the next few days. This will be an hourly project. I will provide more details with respect to the specifics of the problem on request. I look forward to working with you.