N

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

1.

n -group

2.

Nagel point

3.

Naked singularity

4.

Name

5.

Namioka space

6.

Namioka theorem

7.

Napier number

8.

Nash theorem (in game theory)

9.

Nash theorems (in differential geometry)

10.

Natural coordinate frame

11.

Natural equation

12.

Natural exponential family of probability distributions

13.

Natural frequencies

14.

Natural language processing

15.

Natural logical deduction

16.

Natural number

17.

Natural numbers object

18.

Natural operator in differential geometry

19.

Natural parameter

20.

Natural selection in search and computation

21.

Natural sequence

22.

Natural transformation in differential geometry

23.

Naturally ordered groupoid

24.

Navier–Stokes equations

25.

Near-ring

26.

Necessary and sufficient conditions

27.

Necessary sufficient statistic

28.

Negation

29.

Negative binomial distribution

30.

Negative correlation

31.

Negative curvature, surface of

32.

Negative exponential distribution

33.

Negative hypergeometric distribution

34.

Negative polynomial distribution

35.

Negative variation of a function

36.

Negative vector bundle

37.

Nehari extension problem

38.

Neighbourhood

39.

Neil parabola

40.

Nekrasov integral equation

41.

Néron model

42.

Néron–Severi group

43.

Nerve of a family of sets

44.

Net

45.

Net (directed set)

46.

Net (in differential geometry)

47.

Net (in finite geometry)

48.

Net (in finite geometry)

49.

Net (of sets in a topological space)

50.

Network

51.

Network graph

52.

Network model

53.

Network planning

54.

Neumann boundary conditions

55.

Neumann eigenvalue

56.

Neumann function

57.

Neumann problem

58.

Neumann (curly d bar)-problem

59.

Neumann series

60.

Neural network

61.

Neutral differential equation

62.

Neutron flow theory

63.

Neuwirth knot

64.

Nevanlinna theorems

65.

Nevanlinna–Pick interpolation

66.

Nevanlinna–Pick problem

67.

Newton binomial

68.

Newton diagram

69.

Newton interpolation formula

70.

Newton laws of mechanics

71.

Newton method

72.

Newton number

73.

Newton potential

74.

Newton–Cotes quadrature formula

75.

Newton–Leibniz formula

76.

Neyman method of confidence intervals

77.

Neyman structure

78.

Neyman–Pearson lemma

79.

Nicomedes conchoid

80.

Nikodým boundedness theorem

81.

Nikodým convergence theorem

82.

Nikol'skii space

83.

Nil algebra

84.

Nil flow

85.

Nil group

86.

Nil ideal

87.

Nil manifold

88.

Nil semi-group

89.

Nilpotent algebra

90.

Nilpotent element

91.

Nilpotent group

92.

Nilpotent ideal

93.

Nilpotent semi-group

94.

Nine-point circle

95.

Node

96.

Noether problem

97.

Noether theorem

98.

Noether–Enriques theorem

99.

Noetherian domain

100.

Noetherian group

101.

Noetherian induction

102.

Noetherian integral equation

103.

Noetherian module

104.

Noetherian operator

105.

Noetherian ring

106.

Noetherian scheme

107.

Noetherian space

108.

Noise immunity

109.

Nomography

110.

Non-Abelian cohomology

111.

Non-Abelian number field

112.

Non-additive measure

113.

Non-Archimedean geometry

114.

Non-associative rings and algebras

115.

Non-atomic game

116.

Non-atomic measure

117.

Non-central "chi-squared" distribution

118.

Non-classical theory of models

119.

Non-commutative anomaly

120.

Non-cooperative game

121.

Non-degenerate representation

122.

Non-derogatory matrix

123.

Non-Desarguesian geometry

124.

Non-differentiable function

125.

Non-Euclidean geometries

126.

Non-Euclidean space

127.

Non-Fredholm integral equation

128.

Non-holonomic systems

129.

Non-Hopf group

130.

Non-ideal relay

131.

Non-linear boundary value problem

132.

Non-linear boundary value problem, numerical methods

133.

Non-linear connection

134.

Non-linear differential equation

135.

Non-linear dynamics

136.

Non-linear equation, numerical methods

137.

Non-linear functional

138.

Non-linear functional analysis

139.

Non-linear integral equation

140.

Non-linear operator

141.

Non-linear oscillations

142.

Non-linear partial differential equation

143.

Non-linear potential

144.

Non-linear programming

145.

Non-linear stability of numerical methods

146.

Non-measurable set

147.

Non-orientable manifold

148.

Non-oscillation interval

149.

Non-parametric methods in statistics

150.

Non-parametric test

151.

Non-Pascalean geometry

152.

Non-precise data

153.

Non-predicative definition

154.

Non-residue

155.

Non-self-adjoint operator

156.

Non-singular boundary point

157.

Non-singular matrix

158.

Non-smoothable manifold

159.

Non-standard analysis

160.

Non-wandering point

161.

Norm

162.

Norm map

163.

Norm on a field

164.

Normal

165.

Normal algorithm

166.

Normal analytic space

167.

Normal basis theorem

168.

Normal bundle

169.

Normal p -complement

170.

Normal complex

171.

Normal convergence

172.

Normal curvature

173.

Normal derivative

174.

Normal distribution

175.

Normal dynamical system

176.

Normal epimorphism

177.

Normal equation

178.

Normal extension

179.

Normal family

180.

Normal form

181.

Normal fundamental system of solutions

182.

Normal matrix

183.

Normal monomorphism

184.

Normal number

185.

Normal operator

186.

Normal plane

187.

Normal ring

188.

Normal scheme

189.

Normal section

190.

Normal series

191.

Normal sheaf

192.

Normal solvability

193.

Normal space

194.

Normal space (to a surface)

195.

Normal subgroup

196.

Normal sub-semi-group

197.

Normal zero-dimensional cycle

198.

Normalization principle

199.

Normalized system

200.

Normalizer condition

201.

Normalizer of a subset

202.

Normally-imbedded subspace

203.

Normally-solvable operator

204.

Normed algebra

205.

Normed field

206.

Normed ring

207.

Normed space

208.

Norm-residue symbol

209.

Nowhere-dense set

210.

Nuclear C* -algebra

211.

Nuclear bilinear form

212.

Nuclear norm

213.

Nuclear operator

214.

Nuclear space

215.

Nucleolus of a game

216.

Nuisance parameter

217.

Null object of a category

218.

Number

219.

Number field

220.

Number of divisors

221.

Number theory

222.

Number theory, probabilistic methods in

223.

Numbers, representations of

224.

Number-theoretic functions

225.

Numerator

226.

Numerical analysis

227.

Nusselt number

228.

Nyquist criterion

229.

N P