Operations Research for Decision Making in Accounting and Administration - Luiz J. Corrar / Carlos Renato Theóphilo
Operations Research for Decision Making in Accounting and Administration: A Comprehensive Guide
Introduction
Operations research (OR) is a powerful tool that can be used to improve decision-making in a wide variety of settings, including accounting and administration. This book provides a comprehensive introduction to OR, with a focus on its applications in these two fields.
Topics Covered
The book covers a wide range of topics, including:
- Linear programming: This is a technique for solving optimization problems with linear constraints. It is used in a variety of applications, such as production planning, inventory management, and transportation scheduling.
- Integer programming: This is a generalization of linear programming that allows for some or all of the decision variables to be integers. It is used in a variety of applications, such as capital budgeting, facility location, and crew scheduling.
- Nonlinear programming: This is a technique for solving optimization problems with nonlinear constraints. It is used in a variety of applications, such as product design, process optimization, and financial planning.
- Dynamic programming: This is a technique for solving optimization problems that involve sequential decision-making. It is used in a variety of applications, such as inventory management, production planning, and project management.
- Simulation: This is a technique for studying the behavior of complex systems by using computer models. It is used in a variety of applications, such as risk analysis, quality control, and supply chain management.
Applications in Accounting and Administration
The book provides numerous examples of how OR can be used to improve decision-making in accounting and administration. These examples include:
- Using linear programming to optimize production schedules: A manufacturing company can use linear programming to determine the optimal production schedule for its products, taking into account factors such as demand, production capacity, and inventory levels.
- Using integer programming to select capital projects: A company can use integer programming to select the best capital projects to invest in, taking into account factors such as project costs, benefits, and risks.
- Using nonlinear programming to design products: A product designer can use nonlinear programming to optimize the design of a product, taking into account factors such as performance, cost, and manufacturability.
- Using dynamic programming to manage inventory: A company can use dynamic programming to develop an optimal inventory management policy, taking into account factors such as demand, lead times, and holding costs.
- Using simulation to analyze supply chains: A company can use simulation to study the behavior of its supply chain, and identify ways to improve its efficiency and effectiveness.
Benefits of Using OR
There are many benefits to using OR in accounting and administration. These benefits include:
- Improved decision-making: OR can help decision-makers make better decisions by providing them with the information they need to make informed choices.
- Increased efficiency: OR can help organizations improve their efficiency by identifying and eliminating waste.
- Reduced costs: OR can help organizations reduce costs by optimizing their operations.
- Improved customer service: OR can help organizations improve their customer service by providing them with the tools they need to meet customer needs.
Conclusion
Operations research is a powerful tool that can be used to improve decision-making in a wide variety of settings, including accounting and administration. This book provides a comprehensive introduction to OR, with a focus on its applications in these two fields. By using OR, organizations can improve their efficiency, reduce costs, and improve customer service.
Enjoyed the summary? Discover all the details and take your reading to the next level — [click here to view the book on Amazon!]