A mathematical proof is a deductive argument that uses axioms, theorems and accepted rules of inference to logically guarantee a conclusion. It must demonstrate that the statement is true in all possible cases, rather than just presenting many cases in which it holds. Proofs employ logic expressed in both mathematical symbols and natural language, and are studied in the philosophy of mathematics.
Carnegie Mellon University
Spring 2014
A comprehensive course at Carnegie Mellon University that introduces fundamental principles of programming language design and implementation from a mathematical perspective. It delves deep into the structural and dynamic aspects of programming languages, studying concepts like recursion, objects, polymorphism, and parallelism.
No concepts data
+ 38 more concepts