Math 2.0

Examples

An instance of a concept.

Ideas 151–213 of 213.

NameKindSubject
Integers modulo n form a cyclic groupExampleGroup theory and generalizations
Seifert–Weber spaceExampleManifolds and cell complexes
Nested radicalExampleSequences, series, summability
Laguerre equationExampleOrdinary differential equations
Bounded sequences ℓ∞ExampleFunctional analysis
M/M/1 queueExampleProbability theory and stochastic processes
Space of convergent sequencesExampleFunctional analysis
Smith–Volterra–Cantor setExampleMeasure and integration
Abel equation of the first kindExampleOrdinary differential equations
Hopf linkExampleManifolds and cell complexes
Stirling's seriesExampleSpecial functions
Hopf fibrationExampleAlgebraic topology
Rössler attractorExampleOrdinary differential equations
Wallpaper groupExampleGroup theory and generalizations
Ackermann functionExampleMathematical logic and foundations
The cosets of a subgroup that is not normal do not form a groupExampleGroup theory and generalizations
Surface of revolutionExampleDifferential geometry
Poincaré homology sphereExampleManifolds and cell complexes
Sierpiński spaceExampleGeneral topology
Sierpiński carpetExampleGeneral topology
Airy equationExampleOrdinary differential equations
Doubling on the integers is not an isomorphismExampleGroup theory and generalizations
Noncommutative torusExampleFunctional analysis
Kempner seriesExampleSequences, series, summability
Space-filling curveExampleGeneral topology
Counting measureExampleMeasure and integration
The symmetric group S3 is not abelianExampleGroup theory and generalizations
Ising modelExampleStatistical mechanics, structure of matter
The natural numbers under addition are not a groupExampleGroup theory and generalizations
Iterated exponentiationExampleSequences, series, summability
Grassmannian as classifying spaceExampleAlgebraic topology
Dirichlet distributionExampleProbability theory and stochastic processes
Quintic equationExampleField theory and polynomials
Tsirelson spaceExampleFunctional analysis
Arithmetic progressionExampleNumber theory
Duffing equationExampleOrdinary differential equations
The alternating group A3 is normal in S3ExampleGroup theory and generalizations
The alternating group is the kernel of the signExampleGroup theory and generalizations
Whitehead linkExampleManifolds and cell complexes
Asymmetric simple exclusion processExampleProbability theory and stochastic processes
Kepler problemExampleMechanics of particles and systems
1 − 1 + 2 − 6 + 24 − 120 + ⋯ExampleSequences, series, summability
The odd integers are not a subgroup of the integersExampleGroup theory and generalizations
Pseudo-arcExampleGeneral topology
Trefoil knotExampleManifolds and cell complexes
Reeb foliationExampleManifolds and cell complexes
d'Alembert's equationExampleOrdinary differential equations
Legendre's equationExampleOrdinary differential equations
Stiefel manifoldExampleAlgebraic topology
Space of null sequencesExampleFunctional analysis
Van der Pol oscillatorExampleOrdinary differential equations
Menger spongeExampleGeneral topology
Borromean ringsExampleManifolds and cell complexes
Lorenz systemExampleOrdinary differential equations
A subgroup of order two in S3 is not normalExampleGroup theory and generalizations
List of small groupsExampleGroup theory and generalizations
Orders of the elements of S3ExampleGroup theory and generalizations
Voter modelExampleProbability theory and stochastic processes
Hill differential equationExampleOrdinary differential equations
1 + 1 + 1 + 1 + ⋯ExampleSequences, series, summability
Doob martingaleExampleProbability theory and stochastic processes
Hermite equationExampleOrdinary differential equations
Conway knotExampleManifolds and cell complexes