Master the basics of discrete math and prep yourself for coursework and research in computer science, software engineering, mathematics, data science. Concise videos, problem sessions, exercises, quizzes, sample exam in an easy-to-use interface.
Summary
Discrete mathematics is the study of discrete objects in contrast to continuous objects. Using no prior knowledge, this comprehensive exploration of the world of integers can help prepare you for coursework and research in computer science, software engineering, mathematics, data science and other fields. Get an introduction to notions of logic, discrete structures, counting, algorithms, proofs, recurrences and graphs. These topics are typically found in introductory mathematics courses for computer science or software engineering and serve as great preparation for anyone interested in programming and computation.
Featured Products & Technologies: Wolfram Language (available in Mathematica and Wolfram|One)
You'll Learn To
Simplify complex Boolean expressions
Solve summation, recurrence and counting problems
Design fast and reliable algorithms
Apply the principle of induction
Interpret and use graphs for practical applications
Think mathematically
Summary
Discrete mathematics is the study of discrete objects in contrast to continuous objects. Using no prior knowledge, this comprehensive exploration of the world of integers can help prepare you for coursework and research in computer science, software engineering, mathematics, data science and other fields. Get an introduction to notions of logic, discrete structures, counting, algorithms, proofs, recurrences and graphs. These topics are typically found in introductory mathematics courses for computer science or software engineering and serve as great preparation for anyone interested in programming and computation.
Featured Products & Technologies: Wolfram Language (available in Mathematica and Wolfram|One)
You'll Learn To
Simplify complex Boolean expressions
Solve summation, recurrence and counting problems
Design fast and reliable algorithms
Apply the principle of induction
Interpret and use graphs for practical applications
Think mathematically
