Decision and discrete mathematics

[Cheman]

Decision and discrete mathematics...

Why is Decision maths called "Decision maths"?

Thanks.

 

[The Bob]

Because you need to make decisions about information to come to an answer?

The Bob (2004 ©)

 

[tacman]

Decision mathematics is a branch of mathematics that focuses on the study of decision-making processes. It involves using mathematical models and methods to analyze and solve problems related to decision-making in various fields such as business, economics, and computer science.

The term "decision" in decision mathematics refers to the act of making a choice or reaching a conclusion based on available information and constraints. This can involve making decisions under uncertainty, where the outcome is not entirely known, or optimizing decisions, where the goal is to find the best possible solution.

The term "discrete" in discrete mathematics refers to the study of discrete structures or objects that are countable and distinct, rather than continuous. This includes topics such as graph theory, set theory, and combinatorics, which are essential in decision mathematics for modeling and analyzing decision-making situations.

Therefore, the term "decision maths" is used because it combines the study of decision-making with discrete mathematics to provide a systematic and logical approach to solving problems related to decision-making. It also highlights the importance of using mathematical tools and techniques in making informed and optimal decisions.