Topics in mathematics
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- N-dimensional polyhedronAn n-dimensional polyhedron is a geometric object that generalizes the 3-dimensional polyh
- NachlassNachlass (German pronunciation: , older spelling Nachlaß) is a German word, used in academ
- Nathan FineNathan Jacob Fine (22 October 1916 in Philadelphia – 18 November 1994 in Deerfield Beach,
- Natural deductionKind of proof calculus
- Navier–Stokes existence and smoothnessMillennium Prize Problem
- Neighbourhood (graph theory)Subgraph induced by all nodes linked to a given node of a graph
- Nelson–Aalen estimatorThe Nelson–Aalen estimator is a non-parametric estimator of the cumulative hazard rate fun
- Néron–Tate heightIn number theory, the Néron–Tate height (or canonical height) is a quadratic form on the M
- Network motifType of sub-graph
- Network synthesisNetwork synthesis is a design technique for linear electrical circuits. Synthesis starts f
- Network theoryStudy of graphs as a representation of relations between discrete objects
- Nick TrefethenAmerican mathematician
- Nilpotent groupMathematical concept
- Nilpotent Lie algebraIn mathematics, a Lie algebra is nilpotent if its lower central series terminates in the z
- Noam ElkiesAmerican mathematician (born 1966)
- Noetherian ringIn mathematics, a Noetherian ring is a ring that satisfies the ascending chain condition o
- Noetherian schemeIn algebraic geometry, a Noetherian scheme is a scheme that admits a finite covering by op
- Non-analytic smooth functionMathematical functions which are smooth but not analytic
- Non-Desarguesian planeIn mathematics, a non-Desarguesian plane is a projective plane that does not satisfy Desar
- Non-logical symbolIn logic, the formal languages used to create expressions consist of symbols, which can be
- Nonabelian Hodge correspondenceIn algebraic geometry and differential geometry, the nonabelian Hodge correspondence or Co
- Noncommutative ringAlgebraic structure
- Nondeterministic finite automatonType of finite-state machine in automata theory
- Norm residue isomorphism theoremIn mathematics, the norm residue isomorphism theorem is a long-sought result relating Miln
- Normal closure (group theory)In group theory, the normal closure of a subset of a group is the smallest normal subgroup
- Normal convergenceIn mathematics normal convergence is a type of convergence for series of functions. Like a
- Normal elementIn mathematics, an element of a *-algebra is called normal if it commutates with its adjoi
- Norman ZabuskyNorman J. Zabusky was an American physicist, who is noted for the discovery of the soliton
- NothingComplete absence of anything; the opposite of everything
- Null setMeasurable set whose measure is zero
- NumeracyAbility to apply numerical concepts
- Numerical differentiationUse of numerical analysis to estimate derivatives of functions
- Numerical stabilityAbility of numerical algorithms to remain accurate under small changes of inputs