M

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.

m -accretive operator

2.

m -dependent process

3.

m -dissipative operator

4.

Macdonald function

5.

Mach number

6.

Mach principle

7.

Machine

8.

Machine learning

9.

Machine-oriented language

10.

Mackey intertwining number theorem

11.

Mackey topology

12.

Mackey–Borel structure

13.

MacLaurin formula

14.

MacLaurin series

15.

MacWilliams identities

16.

Magari algebra

17.

Magari theorem

18.

Magic square

19.

Magma

20.

Magnetic field

21.

Magnetic monopole

22.

Magnetism

23.

Magneto-fluid dynamics

24.

Magneto-hydrodynamics, mathematical problems in

25.

Mahalanobis distance

26.

Mahler measure

27.

Mahler method

28.

Mahler problem

29.

Majorant and minorant

30.

Majorization ordering

31.

Makespan

32.

Malgrange–Ehrenpreis theorem

33.

Malliavin calculus

34.

Mal'tsev algebra

35.

Mal'tsev local theorems

36.

Mal'tsev product

37.

Mangoldt function

38.

Manifold

39.

Manifold crystallization

40.

Manifold of figures (lines, surfaces, spheres...)

41.

Mann theorem

42.

Mann–Whitney test

43.

MANOVA

44.

Many-valued logic

45.

Many-valued logic, functions of

46.

Mapping

47.

Mapping cylinder

48.

Mapping method

49.

Mapping torus

50.

Mapping, principal net of a

51.

Mapping-cone construction

52.

Mappings, classes of

53.

Marcinkiewicz space

54.

Marginal distribution

55.

Markov braid theorem

56.

Markov chain

57.

Markov chain, class of positive states of a

58.

Markov chain, class of zero states of a

59.

Markov chain, decomposable

60.

Markov chain, ergodic

61.

Markov chain, generalized

62.

Markov chain, non-decomposable

63.

Markov chain, periodic

64.

Markov chain, recurrent

65.

Markov criterion

66.

Markov form

67.

Markov function system

68.

Markov inequality

69.

Markov moment

70.

Markov process

71.

Markov process, stationary

72.

Markov property

73.

Markov quadrature formula

74.

Markov spectrum

75.

Markov spectrum problem

76.

Markov–Bernstein-type inequalities

77.

Martin boundary in potential theory

78.

Martin boundary in the theory of Markov processes

79.

Martindale ring of quotients

80.

Martingale

81.

Mass

82.

Mass and co-mass

83.

Mass operator

84.

Masser–Philippon/Lazard–Mora example

85.

Massive field

86.

Massive Thirring model

87.

Massless field

88.

Massless Klein–Gordon equation

89.

Master equations in cooperative and social phenomena

90.

Matching polynomial of a graph

91.

Material derivative method

92.

Mathematical analysis

93.

Mathematical ecology

94.

Mathematical economics

95.

Mathematical expectation

96.

Mathematical induction

97.

Mathematical linguistics

98.

Mathematical logic

99.

Mathematical model

100.

Mathematical morphology

101.

Mathematical physics

102.

Mathematical physics, equations of

103.

Mathematical programming

104.

Mathematical statistics

105.

Mathematical symbols

106.

Mathematical theory of computation

107.

Mathematics

108.

Mathieu equation

109.

Mathieu functions

110.

Mathieu group

111.

Matrix

112.

Matrix algebra

113.

Matrix differential equation

114.

Matrix element

115.

Matrix factorization

116.

Matrix factorization method

117.

Matrix game

118.

Matrix group

119.

Matrix of transition probabilities

120.

Matrix ring

121.

Matrix summation method

122.

Matrix tree theorem

123.

Matrix variate distribution

124.

Matrix variate elliptically contoured distribution

125.

Matrix Viète theorem

126.

Matroid

127.

Matsushima criterion

128.

Maupertuis principle

129.

Maurer–Cartan form

130.

Maximal and minimal extensions

131.

Maximal and minimal operators

132.

Maximal compact subgroup

133.

Maximal correlation coefficient

134.

Maximal ergodic theorem

135.

Maximal ideal

136.

Maximal invariant

137.

Maximal spectral type

138.

Maximal subgroup

139.

Maximal term of a series

140.

Maximal torus

141.

Maximin

142.

Maximin criterion

143.

Maximin principle

144.

Maximin, numerical methods

145.

Maximization and minimization of functions

146.

Maximum and minimum of a function

147.

Maximum and minimum points

148.

Maximum principle

149.

Maximum-entropy spectral estimator

150.

Maximum-likelihood method

151.

Maximum-modulus principle

152.

Maxwell distribution

153.

Maxwell equations

154.

Mayer problem

155.

Mazur–Orlicz theorem

156.

McKay–Alperin conjecture

157.

Mean curvature

158.

Mean-square approximation of a function

159.

Mean-value characterization

160.

Measurable decomposition

161.

Measurable flow

162.

Measurable function

163.

Measurable mapping

164.

Measurable set

165.

Measurable space

166.

Measure

167.

Measure in a topological vector space

168.

Measure of irrationality

169.

Measure space

170.

Measure-preserving transformation

171.

Mechanical quadrature, method of

172.

Median

173.

Median (in statistics)

174.

Median (of a triangle)

175.

Mediant

176.

Mehler quadrature formula

177.

Mehler–Fock transform

178.

Mehler–Fock transform

179.

Meier theorem

180.

Meijer G -functions

181.

Meijer transform

182.

Mellin transform

183.

Memoryless channel

184.

Menelaus theorem

185.

Menger curve

186.

Men'shov example of a zero-series

187.

Men'shov–Rademacher theorem

188.

Mercer theorem

189.

Mergelyan theorem

190.

Meromorphic function

191.

Meromorphic mapping

192.

Mersenne number

193.

M-estimator

194.

Meta-Abelian group

195.

Metacyclic group

196.

Meta-language

197.

Meta-logic

198.

Meta-mathematics

199.

Meta-theorem

200.

Meta-theory

201.

Meteorology, mathematical problems in

202.

Method of boundary integration

203.

Method of characteristics

204.

Method of extensions and restrictions

205.

Method of steepest descent (for integrals)

206.

Method of undetermined coefficients in developing numerical algorithms

207.

Metric

208.

Metric connection

209.

Metric dimension

210.

Metric entropy

211.

Metric isomorphism

212.

Metric projection

213.

Metric space

214.

Metric tensor

215.

Metric theory of functions

216.

Metric theory of numbers

217.

Metric transitivity

218.

Metrizable space

219.

Meusnier theorem

220.

Michaelis–Menten equation

221.

MIC-Kepler problem

222.

Micro-bundle

223.

Microlocal analysis

224.

Mikhailov criterion

225.

Milne method

226.

Milne problem

227.

Milnor sphere

228.

Milnor unknotting conjecture

229.

MIMD

230.

MIMO system

231.

Minimal discrepancy method

232.

Minimal functional calculus

233.

Minimal ideal

234.

Minimal iteration method

235.

Minimal model

236.

Minimal normal subgroup

237.

Minimal polynomial of a matrix

238.

Minimal property

239.

Minimal propositional calculus

240.

Minimal set

241.

Minimal simple group

242.

Minimal sufficient statistic

243.

Minimal surface

244.

Minimax

245.

Minimax estimator

246.

Minimax principle

247.

Minimax property

248.

Minimax statistical procedure

249.

Minimization methods for functions depending strongly on a few variables

250.

Minimization of an area

251.

Minimization of the labour of calculation

252.

Minimizing sequence

253.

Minimizing sequence for an operator

254.

Minimum

255.

Minimum spanning tree

256.

Minkowski addition

257.

Minkowski geometry

258.

Minkowski hypothesis

259.

Minkowski inequality

260.

Minkowski problem

261.

Minkowski space

262.

Minkowski theorem

263.

Minor

264.

Minor of a graph

265.

Minorant

266.

Minute

267.

Mittag-Leffler function

268.

Mittag-Leffler star

269.

Mittag-Leffler summation method

270.

Mittag-Leffler theorem

271.

Mixed and boundary value problems for hyperbolic equations and systems

272.

Mixed and boundary value problems for parabolic equations and systems

273.

Mixed autoregressive moving-average process

274.

Mixed group

275.

Mixed integer programming problem

276.

Mixed integral equation

277.

Mixed problem

278.

Mixed product

279.

Mixed-type differential equation

280.

Mixed-volume theory

281.

Mixing

282.

Möbius function

283.

Möbius inversion

284.

Möbius plane

285.

Möbius series

286.

Möbius strip

287.

Modal logic

288.

Modality

289.

Mode

290.

Model (in logic)

291.

Model for calculations

292.

Model theory

293.

Model theory of the real exponential function

294.

Model theory of valued fields

295.

Model, mathematical

296.

Model, regular

297.

Modification

298.

Modular curve

299.

Modular form

300.

Modular function

301.

Modular group

302.

Modular group algebra

303.

Modular ideal

304.

Modular lattice

305.

Module

306.

Modules, category of

307.

Moduli of a Riemann surface

308.

Moduli problem

309.

Moduli theory

310.

Modulus

311.

Modulus of a family of curves

312.

Modulus of an annulus

313.

Modulus of an automorphism

314.

Modulus of an elliptic integral

315.

Modus ponens

316.

Moment

317.

Moment matrix

318.

Moment problem

319.

Moments, method of

320.

Moments, method of (in probability theory)

321.

Momentum mapping

322.

Monge cone

323.

Monge equation

324.

Monge–Ampère equation

325.

Monodromic function

326.

Monodromy group

327.

Monodromy matrix

328.

Monodromy operator

329.

Monodromy theorem

330.

Monodromy transformation

331.

Monogeneity set

332.

Monogenic function

333.

Monogenic semi-group

334.

Monoid

335.

Monoidal transformation

336.

Monomial

337.

Monomial matrix

338.

Monomial representation

339.

Monomial substitutions, group of

340.

Monomorphism Monomorphisme مُنوتشاكل، مُنومورفيزم

341.

Monospline

342.

Monotone Boolean function

343.

Monotone function

344.

Monotone mapping

345.

Monotone operator

346.

Monotone sequence

347.

Monte-Carlo method

348.

Monte-Carlo methods for partial differential equations

349.

Montel space

350.

Montel theorem

351.

Montesinos–Nakanishi conjecture

352.

Montmort matching problem

353.

Moonshine conjectures

354.

Moore space

355.

Mordell conjecture

356.

Moreau envelope function

357.

Morera theorem

358.

Mori theory of extremal rays

359.

Morita equivalence

360.

Morley rank

361.

Morphism

362.

Morse function

363.

Morse index

364.

Morse inequalities

365.

Morse lemma

366.

Morse surgery

367.

Morse theory

368.

Morse–Smale system

369.

Moser–Trudinger inequality

370.

Most-powerful test

371.

Motion

372.

Motives, theory of

373.

Motzkin transposition theorem

374.

Moufang loop

375.

Moulding surface

376.

Moutard transformation

377.

Movable singular point

378.

Movable space

379.

Moving-average process

380.

Moving-frame method

381.

Multi-algebra

382.

Multi-criteria decision making

383.

Multi-criterion problem

384.

Multi-dimensional distribution

385.

Multi-dimensional knot

386.

Multi-dimensional logarithmic residues

387.

Multi-dimensional statistical analysis

388.

Multi-dimensional variational problem

389.

Multi-extremum problem

390.

Multi-field potential

391.

Multi-functor

392.

Multigraph

393.

Multi-group approximation

394.

Multiharmonic function

395.

Multilinear algebra

396.

Multilinear form

397.

Multilinear mapping

398.

Multimodal distribution

399.

Multinomial coefficient

400.

Multinomial distribution

401.

Multi-objective optimization

402.

Multi-operator group

403.

Multiple

404.

Multiple comparison

405.

Multiple integral

406.

Multiple point

407.

Multiple recursion

408.

Multiple sequence

409.

Multiple series

410.

Multiple-correlation coefficient

411.

Multiplication

412.

Multiplication of distributions

413.

Multiplicative arithmetic function

414.

Multiplicative ergodic theorem

415.

Multiplicative group

416.

Multiplicative lattice

417.

Multiplicative semi-group

418.

Multiplicative system

419.

Multiplicity of a module

420.

Multiplicity of a singular point

421.

Multiplicity of a weight

422.

Multiplier group

423.

Multiplier theory

424.

Multipliers

425.

Multipliers of C*- algebras

426.

Multiply-connected domain

427.

Multi-pole potential

428.

Multi-sheeted region

429.

Multivalent function

430.

Multi-valued function

431.

Multi-valued mapping

432.

Multi-valued representation

433.

Mumford hypothesis

434.

Müntz theorem

435.

Mutual kernels

436.

Mutually-prime numbers

437.

Mutually-singular measures