branch of mathematics
C411
concept
A branch of mathematics is a major subdivision of the mathematical sciences that focuses on a specific set of concepts, structures, and methods, such as algebra, geometry, or analysis.
All labels observed (23)
| Label | Occurrences |
|---|---|
| interdisciplinary field | 65 |
| branch of mathematics canonical | 41 |
| result in differential geometry | 11 |
| branch of number theory | 6 |
| work on probability theory | 5 |
| branch of mathematical analysis | 4 |
| mathematical discipline | 4 |
| work on mathematical logic | 4 |
| branch of applied mathematics | 3 |
| branch of geometry | 2 |
| field of mathematics | 2 |
| area of mathematics | 1 |
| branch of abstract algebra | 1 |
| branch of algebraic analysis | 1 |
| branch of combinatorics | 1 |
| branch of complex analysis | 1 |
| branch of mathematical optimization | 1 |
| branch of stochastic analysis | 1 |
| field of combinatorics | 1 |
| partial differential equations | 1 |
| stochastic analysis | 1 |
| subfield of mathematical physics | 1 |
| subfield of mathematics | 1 |
Instances (148)
| Instance | Via concept surface |
|---|---|
| affine differential geometry | mathematical discipline |
| proof theory | field of mathematics |
| Singularity Theory | — |
| Holocaust studies | interdisciplinary field |
| Albanology | interdisciplinary field |
| Iranian studies | interdisciplinary field |
| Anatolian studies | interdisciplinary field |
| South Asian studies | interdisciplinary field |
| Dravidian studies | interdisciplinary field |
| Lie theory | — |
| Middle Eastern studies | interdisciplinary field |
| Hodge theory | — |
| Ars Conjectandi | work on probability theory |
| enumerative combinatorics | — |
| Wahrscheinlichkeitslehre | work on probability theory |
| Poincaré lemma | result in differential geometry |
| Gauss’s remarkable theorem | result in differential geometry |
| linear algebra | — |
| Galois theory | — |
| information theory | branch of applied mathematics |
| ring theory | — |
| Multiplicative Number Theory | branch of number theory |
| Diophantine approximation | branch of number theory |
| sociobiology | interdisciplinary field |
| Fourier analysis | — |
|
ekistics as the science of human settlements
surface form:
Ekistics
|
interdisciplinary field |
| Jewish studies | interdisciplinary field |
|
Probability Theory
surface form:
Probability theory
|
— |
| Diophantine geometry | — |
| American studies | interdisciplinary field |
| geometric calculus | — |
| Asian American studies | interdisciplinary field |
| materials science | interdisciplinary field |
| Latin American studies | interdisciplinary field |
| Principles of Mathematics | work on mathematical logic |
| K-theory | — |
| random matrix theory | — |
| Teichmüller theory | branch of complex analysis |
| Milnor–Wood inequality | result in differential geometry |
|
Morse Theory
surface form:
Morse theory
|
— |
| behavioral economics | interdisciplinary field |
| cognitive science | interdisciplinary field |
| Symbolic Logic | work on mathematical logic |
| noncommutative geometry | — |
| differential geometry | — |
| Malliavin calculus | — |
| Theorema Egregium | result in differential geometry |
| African diaspora studies | interdisciplinary field |
| Gauss–Bonnet theorem (early form) | result in differential geometry |
|
"Functional Analysis"
surface form:
Functional analysis
|
— |