Acquire an updated knowledge in Mathematical Methods and Operations Research in 6 weeks and 100% online"

Today's organizational environments require effective and evolved processes that reduce risks and increase benefits. With the correct application of research techniques in company operations, it is possible for managers to build effective systems that are based on complete data, consideration of all possible alternatives, careful prediction of results and the use of decision tools and techniques.

Apply mathematical functions in decision making for the optimization of resources in concrete cases, with the objective of solving organizational problems, applying observation, simulation and probability; requires specific knowledge in mathematical methods and operational research. The use of professional specialists undoubtedly helps companies to achieve more complete data sets, consider all available options, predict all possible outcomes and estimate risk.

Therefore, this training lends itself to achieve the objective, through the most avant-garde methodology of the online university environment, powered by TECH. A total of 150 hours of learning based on relearning, with a variety of multimedia resources and theoretical and practical content formats, available from the first day to facilitate and dynamize the learning process.

As a professional capable of developing innovative solutions through Mathematical Methods and Operations Research, countless job opportunities will come your way. Enroll now and stand out"

This Postgraduate certificate in Mathematical Methods and Operations Research contains the most complete and up-to-date program on the market. The most important features include:

• The development of case studies presented by experts in industrial Engineering
• The graphic, schematic, and practical contents with which they are created, provide scientific and practical information on the disciplines that are essential for professional practice
• Practical exercises where self-assessment can be used to improve learning
• Its special emphasis on innovative methodologies  
• Theoretical lessons, questions to the expert, debate forums on controversial topics, and individual reflection assignments 
• The availability of access to content from any fixed or portable device with an Internet connection 

You will be able to use computer tools applied to operations research problem solving”

The program’s teaching staff includes professionals from the sector who contribute their work experience to this educational program, as well as renowned specialists from leading societies and prestigious universities.

Its multimedia content, developed with the latest educational technology, will provide the professional with situated and contextual learning, i.e., a simulated environment that will provide an immersive education programmed to learn in real situations.

The design of this program focuses on Problem-Based Learning, by means of which the professional must try to solve the different professional practice situations that are presented throughout the academic course. For this purpose, the student will be assisted by an innovative interactive video system created by renowned experts.

The ease of studying from wherever, however and whenever you want”

Learn to interpret quantitative results for economic and management decision making in proposed situations”

TECH has designed this program under the relearning methodology, which has been recognized as an efficient method to understand and memorize knowledge, so it is a breakthrough in the current university system focused on professionals who wish to continue preparing academically. This, together with the program design and content, facilitate student learning, providing them with the most transcendental concepts to make the most of their careers.

TECH promotes quality education by choosing the best content and team of experts for each of its programs"

Module 1. Mathematical Methods and Operations Research

1.1. Introduction to Operations Research

1.1.1. History of Operations Research
1.1.2. Applications
1.1.3. Operations Research Stages
1.1.4. Operations Research Techniques
1.1.5. Implementation

1.2. Lineal Programming: Formulating Problems

1.2.1. Linear Programming Modeling
1.2.2. Graphic Method
1.2.3. Approaching Lineal Programming Problems
1.2.4. Applications and Examples

1.3. Simplex Method

1.3.1. Set and Convex Functions
1.3.2. Resolution Algorithms
1.3.3. Simplex Method Algebra. Algorithm Calculus
1.3.4. Post-Optimum Analysis
1.3.5. Revised Simplex Method

1.4. Duality Theory

1.4.1. Introduction to Duality
1.4.2. Duality Theory
1.4.3. Economic Interpretation of Duality
1.4.4. Simplex Dual Algorithm

1.5. Postoptimization

1.5.1. Need for Post-Optimal Analysis
1.5.2. Sensitivity Analysis
1.5.3. Parametric Analysis
1.5.4. Linear Programming Model Solutions Using Spreadsheets

1.6. Transport Problems

1.6.1. Introduction
1.6.2. Transport Simplex Method
1.6.3. Dummy Destination and Origin
1.6.4. Degenerate Solutions
1.6.5. Impossible Transports: M Method

1.7. Allocation Problems

1.7.1. Introduction
1.7.2. Hungarian Algorithm
1.7.3. Dummy Resources
1.7.4. Dummy Tasks for Resources Unable to Perform a Certain Task

1.8. Network Optimization: Project Planning Application

1.8.1. Types of Network Optimization Models
1.8.2. Monte Carlo Method
1.8.3. Planning and Programming Projects
1.8.4. Defining and Sequencing Activities
1.8.5. Critical Path Method (CPM) with Cost/Time Trade-offs
1.8.6. ROY Method

1.9. Dynamic Programming

1.9.1. Dynamic Programming Problem Features
1.9.2. Dynamic Programming Prototype
1.9.3. Deterministic Dynamic Programming

1.10. Integer Programming and Nonlinear Programming

1.10.1. Integer Programming Applications
1.10.2. Integer Programming Prototype
1.10.3. Non-Lineal Programming
1.10.4. Non-Lineal Programming Applications
1.10.5. Graphic Solutions for Non-Lineal Programming Problems

Enroll now and get your degree in Mathematical Methods and Operations Research in only 6 weeks and 100% online"