Examples of 'discrete mathematics' in a sentence
Meaning of "discrete mathematics"
discrete mathematics: This term refers to a branch of mathematics that deals with distinct, separate, and disconnected values or objects. It focuses on countable structures and is widely used in computer science, cryptography, and other fields that involve precise and finite mathematical concepts
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- Collectively, most discrete or computer science-related branches of mathematics, such as graph theory and combinatorics.
How to use "discrete mathematics" in a sentence
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discrete mathematics
We will begin by reviewing foundations of discrete mathematics.
Discrete mathematics and game theory.
Theoretical computer science and discrete mathematics.
Discrete mathematics and functional programming.
Welcome back to our course on discrete mathematics.
Discrete mathematics was the most difficult for me.
List of basic discrete mathematics topics.
Graphs are one of the objects of study in discrete mathematics.
Basic discrete mathematics topics.
I suggest that you look into discrete mathematics.
Discrete mathematics is mathematics that deals with discrete objects.
My research interests lie in the area of discrete mathematics.
Joey will pass the discrete mathematics exam if he studies.
Combinatorial optimization is a branch of discrete mathematics.
His interests include discrete mathematics and the analysis of algorithms.
See also
These rules are created through the laws of discrete mathematics.
His interests include discrete mathematics and the history of mathematics.
Discrete mathematics is the study of mathematics confined to the set of integers.
Topic outline of discrete mathematics.
The study of discrete mathematics includes study of algorithm and their implementations.
Topical outline of discrete mathematics.
And discrete mathematics.
Introduction to combinatorics wiley series in discrete mathematics and optimization.
Discrete mathematics is the study of mathematical structures that are fundamentally discrete rather than continuous.
Descriptions of modelling of problems of discrete mathematics using graphs are given.
One of the reasons is that fundamentals of computing are the principles of discrete mathematics.
The set of objects studied in discrete mathematics can be finite or infinite.
The journal includes articles on pure and applied discrete mathematics.
Elements of discrete mathematics.
Combinatorial optimization is one of the most active areas of discrete mathematics.
Theorems in discrete mathematics.
He was formerly the arXiv moderator for computational geometry and discrete mathematics.
Discrete mathematics has long been the main field of mathematics developed at CAMS.
Theoretical computer science includes areas of discrete mathematics relevant to computing.
Some discrete mathematics would be helpful, too.
Financial transactions obey principles based on the most rudimentary knowledge of discrete mathematics.
Conventions of Z and the discrete mathematics that underpin it.
This prize is given every three years to the best paper in discrete mathematics.
Solve problems from Discrete Mathematics and design efficient algorithms.
Mathematical maturity is essential and basic knowledge of logic and discrete mathematics is expected.
Jens Vygen is professor of discrete mathematics at the University of Bonn.
They have a range of applications and help explain fundamental concepts in computing and discrete mathematics.
Discrete mathematics 1 or equivalent knowledge.
I worked at EPFL as an assistant for the discrete mathematics course.
Do you think discrete mathematics should be taught in high school?
He is the editor of the journal Discrete Mathematics.
As a relatively new field, discrete mathematics has a number of fundamental open problems.
The Fulkerson Prize is awarded for outstanding papers in discrete mathematics.
Discrete mathematics therefore excludes topics in " continuous mathematics " such as calculus and analysis.
Problem B involves a system that requires the use of discrete mathematics.
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