Category:Definitions/Combinatorics
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This category contains definitions related to Combinatorics.
Related results can be found in Category:Combinatorics.
Combinatorics is that branch of mathematics concerned with counting things.
Combinatorial problems are so named because they are exercises in counting the number of combinations of various objects.
It has been stated that it is the core of the discipline of discrete mathematics.
Subcategories
This category has the following 20 subcategories, out of 20 total.
B
- Definitions/Bell Numbers (2 P)
C
- Definitions/Catalan Numbers (4 P)
- Definitions/Combinations (3 P)
D
- Definitions/Derangements (1 P)
E
G
L
M
P
- Definitions/Partition Theory (6 P)
- Definitions/Pascal's Triangle (13 P)
R
- Definitions/Ramsey Theory (3 P)
S
Pages in category "Definitions/Combinatorics"
The following 31 pages are in this category, out of 31 total.
C
- Definition:Catalan Number
- Definition:Catalan's Constant
- Definition:Combination
- Definition:Combination with Repetition
- Definition:Combinatorial Analysis
- Definition:Combinatorial Optimization
- Definition:Combinatorial Set Theory
- Definition:Combinatorial Theory
- Definition:Combinatorial Topology
- Definition:Combinatorics
- Definition:Combinatorics/Also known as
- Definition:Composition (Combinatorics)
- Definition:Counting Measure