Examples of 'combinatorial problems' in a sentence
Meaning of "combinatorial problems"
This phrase refers to a type of mathematical problem or puzzle that involves counting, arranging, or selecting objects in specific ways. Combinatorial problems often involve the use of permutations, combinations, or other mathematical techniques to solve them. They are commonly studied in mathematics, computer science, and other related fields
How to use "combinatorial problems" in a sentence
Basic
Advanced
combinatorial problems
Modern heuristic techniques for combinatorial problems.
Combinatorial problems of other types had been considered since antiquity.
Methods for solving combinatorial problems.
Counting techniques studied in basic education aim at the resolutions os simplest combinatorial problems.
Reducibility among combinatorial problems.
This result reduces the questions of existence and uniqueness of branched covers to combinatorial problems.
There are many other combinatorial problems that can be solved with a similar technique.
This method allows to solve large combinatorial problems.
The combinatorial problems considered are the assembly line balancing problem and the selection of equipment.
Molecular computations of solutions to combinatorial problems.
Heuristics for combinatorial problems Targeted screening procedures.
This procedure may be used for other combinatorial problems.
Sometimes, combinatorial problems further complicate the optimization.
Model transformation and code synthesis for combinatorial problems.
Experiments carried out on difficult combinatorial problems show the effectiveness of our parallel methods.
See also
Simulated annealing is a stochastic approach to solving large combinatorial problems.
Combinatorial problems that are NP-complete are the most difficult to solve.
The goal of mean field theory is to resolve these combinatorial problems.
An onto-semiotic analysis of combinatorial problems and the solving processes by university students.
The Fibonacci sequence appears in many combinatorial problems.
The combinatorial problems ( like sudoku ) are however solved slower than with a regular computer.
Polytopes are geometric objects which arise in combinatorial problems and problems in optimization.
Abstract, Combinatorial problems based on graph partitioning enable to represent many practical applications.
Vehicle routing problems are among the most dicult combinatorial problems to solve to optimality.
Combinatorial problems in graph theory, proper colorings, matchings, etc . 5.
Symmetry is common in many real-life combinatorial problems.
In fact, a number of discrete tomography problems were first discussed as combinatorial problems.
Based on appropriate robust models, solution algorithms to chance-constrained combinatorial problems are designed.
Abstract, In this thesis, we study the Parameterized Complexity of combinatorial problems on graphs.
Laurière, J., A language and a program for stating and solving combinatorial problems.
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Examples of using Combinatorial
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He used hard combinatorial arguments for this
A differential evolution algorithm was implemented to combinatorial optimization
Block designs are combinatorial designs of a special type
Examples of using Problems
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Debt and trade problems are intimately related
Problems relating to refugees and displaced persons
We had a few problems we had to iron out
