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| Ito K. — Encyclopedic Dictionary of Mathematics |
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| Предметный указатель |
Hypothesis simple 400.A
Hypothesis statistical 400.A
Hypothesis Suslin 33.F
Hypothesis testing 401.C App. Table
Hypothesis testing statistical 400 App. Table
Hypothetical infinite population 397.P
Hypotrochoid 93.H
I-adic topology (of a ring) 16.X
i-genus 15.E
Iagolnitzer, Daniel(1940-) 146.C 274.D 274.I 386.C 386.r
Ibragimov, Il’dar Abdulovich(1932-) 176.r 250.r
Ibuki, Kimio(1918-) 75.D
Ibukiyama, Tomoyoshi(1948-) 450.S
Ichihara, Kanji(1948-) 115.D
Icosahedral group 151.G
icosahedron 357.B
Ideal boundary 207.A
Ideal boundary in the narrow sense 14.G
Ideal class 14.E
Ideal class group 14.E 67.K
Ideal group modulo m* 14.H
Ideal point (in hyperbolic geometry) 285.C
Ideal(s)  -primary 67.F
Ideal(s) (of a lattice) 42.C
Ideal(s) (of a Lie algebra) 248.A
Ideal(s) (of a ring) 368.F
Ideal(s) (of an algebra) 29.A
Ideal(s) (of an algebraic number field) 14.B
Ideal(s) Abelian (of a Lie algebra) 248.C
Ideal(s) Alexander (of a knot) 235.C
Ideal(s) ambig (of a quadratic field) 347.F
Ideal(s) conjugate (of a fractional ideal) 14.I
Ideal(s) defining (of a formal spectrum) 16.X
Ideal(s) differential (of a differential ring) 113
Ideal(s) differential (on a real analytic manifold) 428.E
Ideal(s) elementary 235.C
Ideal(s) fractional (of an algebraic number field) 14.E
Ideal(s) graded 369.B
Ideal(s) homogeneous (of a graded ring) 369.B
Ideal(s) homogeneous (of a polynomial ring) 369.B
Ideal(s) integral (of an algebraic number field) 14.C
Ideal(s) integral left 27.A
Ideal(s) integral right 27.A
Ideal(s) integral two-sided  - 27.A
Ideal(s) involutive differential 428.E
Ideal(s) largest nilpotent (of a Lie algebra) 248.D
Ideal(s) left - 27.A
Ideal(s) left (of a ring) 368.F
Ideal(s) maximal 67.C
Ideal(s) maximal (left or right) 368.F
Ideal(s) maximal (with respect to S) 67.C
Ideal(s) maximal, space (of a Banach algebra) 36.E
Ideal(s) minimal (left or right) 368.F
Ideal(s) mixed 284.D
Ideal(s) nilpotent (of a Lie algebra) 248.C
Ideal(s) order (of a vector lattice) 310.B
Ideal(s) primary 67.F
Ideal(s) prime 67.C
Ideal(s) prime (of a maximal order) 27.A
Ideal(s) prime differential (of a differential ring) 113
Ideal(s) primitive (of a Banach algebra) 36.E
Ideal(s) principal 67.K
Ideal(s) principal (of an algebraic number field) 14.E
Ideal(s) principal fractional 67.K
Ideal(s) principal, theorem (in class field theory) 59.D
Ideal(s) pure 284.D
Ideal(s) right  27.A
Ideal(s) right (of a ring) 368.F
Ideal(s) semiprime (of a commutative ring) 113
Ideal(s) semiprime differential (of a differential ring) 113
Ideal(s) sheaf of (of a divisor of a complex manifold) 72.F
Ideal(s) solvable (of a Lie algebra) 248.C
Ideal(s) two-sided - 27.A
Ideal(s) two-sided (of a ring) 368.P
Ideal(s) unmixed 284.D
Ideal(s) valuation (of a valuation) 439.B
Idele (of an algebraic number field) 6.C
Idele class 6.D
Idele class group 6.D
Idele group 6.C
Idele principal 6.C
Idempotent element (of a ring) 368.B
Idempotent element elementary 450.O
Idempotent element primitive 368.B
Idempotent law (in a lattice) 243.A
Idempotent measure 192.P
Idempotent set (of a ring) 368.B
Idempotent theorem 36.M
Identically true formula 411.G
Identification (in factor analysis) 280.G
Identification space (by a partition) 425.L
Identified equation 128.C
Identified equation just 128.C
Identified equation over- 128.C
Identity (identities) 231.A
Identity Bianchi 80.J 417.B
Identity Bianchi first App. A Table
Identity Bianchi second App. A Table
Identity character (of an Abelian group) 2.G
Identity component (of a topological group) 423.F
Identity element of a field 149.A
Identity element of a group 190.A
Identity element of a local Lie group 423.L
Identity element of a ring 368.A
Identity element of an algebraic system 409.C
Identity function 381.C
Identity homotopy (of an H-space) 203.D
Identity in Jordan algebras 231.A
Identity Jacobi (in a Lie algebra) 248.A
Identity Jacobi (on the bracket of two vector fields) 105.M
Identity Jacobi (with respect to Whitehead product) 202.P
Identity Lagrange 252.K
Identity mapping 381.C
Identity matrix 269.A
Identity operator (in a linear space) 37.C
Identity Parseval 18.B 159.A 160.C 192.K 197.C 220.B 220.C 220.E
Identity relation 102.I
Identity, resolution of 390.D
Identity, theorem of (of one variable) 198.C
Identity, theorem of (of several variables) 21.C
Igari, Satoru(1936-) 224.E
Igusa, Jun-ichi(1924-) 3.r 9.J 12.B 15.E 15.F 16.Z 16.r 32.F 118.C 118.D
Ihara zeta function 450.U
Ihara, Yasutaka(1938-) 59.A 59.r 450.A 450.M 450.Q 450.S 450.U
Iitaka, Shigeru(1942-) 72.I 72.r
Iizuka, Kenzo(1923-) 362.I
Ikawa, Mitsuru(1942-) 325.K 345.A
Ikebe, Teruo(1930-) 112.E 112.P 375.B 375.C
Ikebe, Yasuhiko(1934-) 298.r
Ikeda, Akira(l 947-) 391.C
Ikeda, Hideto(1948-) 96.r
Ikeda, Masatoshi(1926-) 200.K 200.L
Ikeda, Nobuyuki(1929-) 44.r 45.r 115.r 250.r 262.r 399.r 406.F 406.r
Ikeda, Tsutomu(1950-) 304.D
Ikehara — Landau theorem, Wiener — 123.B
Ikehara, Shikao(1904-1984) 123.B 160.G
Ill-conditioned (coefficient matrix in numerical solution of linear equations) 302.D
Illusie, Luc(1940-) 366.r
Il’in, Arlen Mikhailovich(1932-) 327.r
Im Hof, Hans-Christoph 178.r
Image (of a group homomorphism) 190.D
Image (of a line in  ) 343.E
Image (of a linear mapping) 256.F
Image (of a mapping) 381.C
Image (of a morphism) 52.N
Image (of a sheaf homomorphism) 383.D
Image (of an operator homomorphism) 277.E
Image closed (of a variety) 18.I
Image continuous 425.G
Image direct (of a sheaf) 383.G
| Image homomorphic (of a measure preserving transformation) 136.D
Image inverse (of a set) 381.C
Image inverse (of a sheaf) 383.G
Image inverse (of a uniformity) 436.E
Image measure 270.K
Image perfect 425.CC
Image perfect inverse 425.CC
Imaginary axis 74.C
Imaginary field, totally 14.F
Imaginary hypersphere 76.A
Imaginary infinite prime divisor 439.H
Imaginary number 74.A
Imaginary number purely 74.A
Imaginary part 74.A
Imaginary prime divisor 439.H
Imaginary quadratic field 347.A
Imaginary root (of an algebraic equation) 10.E
Imaginary transformation, Jacobi’s 134.I App. Table
Imaginary unit 74.A 294.F
Imai, Kazuo(1952-) 41.D
Imanishi, Hideki(1942-) 154.H
Imbedded Markov chain 260.H
Imbedding 105.K
Imbedding principle 127.B
Immersed submanifold (of a Euclidean space) 111.A
Immersion (of a  -manifold) 105.K
Immersion (of a Riemann surface) 367.G
Immersion branched minimal 275.B
Immersion generalized minimal 275.B
Immersion isometric 365.A
Immersion Kaehler 365.L
Immersion minimal 275.A
Immersion minimum 365.O
Immersion tight 365.O
Immersion totally real 365.T
Imperfect field 149.H
Implication 411.B
Implication strict 411.L
Implicit (difference equation in a multistep method) 303.E
Implicit (Runge — Kutta method) 303.D
Implicit enumeration method 215.D
Implicit function theorem 208.A 286.G
Implicit function theorem (in Banach algebras) 36.M
Implicit function theorem global 208.D
Implicit function theorem Nash — Moser 286.J
Implicit function theorem(in locally convex spaces) 286.J
Implicit functions 165.C 208
Implicit method 303.E
Implicit scheme 304.F
Impossible construction problem 179.A
Impossible event 342.B
Impredicative (object) 156.B
Imprimitive (permutation group) 151.H
Improper integral 216.D 216.E
Improper integral convergent 216.E
Improper integral, divergent 216.E
Improper Riemann integral 216.E
Improvement, iterative 302.C
Impulse control 405.E
Impulse function 306.B App. Table
Imputation 173.D
Imputed costs 292.B
Imputed prices 292.C
IMT formula 299.B
In degree 186.B
In the large (in differential geometry) 109
In the small (in differential geometry) 109
In-state 150.D 386.A
Inaba, Eizi(1911-) 337.F
Inaba, Takashi(1951-) 154.D
Inaccessible cardinal number strongly 33.E
Inaccessible cardinal number weakly 33.E
Inaccessible ordinal number strongly 312.E
Inaccessible ordinal number weakly 312.E
Inaccessible, strongly 33.F
Inagaki, Nobuo(1942-) 399.N
Ince definition 268.D
Ince — Goldstein method 268.C
Ince, Edward Lindsay(1891-1941) 107.r 252.r 254.r 268.C 268.D 288.r 289.r
Incidence matrix of a block design 102.B
Incidence matrix of a graph 186.G
Incidence number 146.B 201.B
Incidence relation 282.A
Inclination problem, critical 55.C
Inclination, curve of constant 111.F
inclusion 381.C
Inclusion mapping 381.C
Incoming wave operator 375.B
Incompatible system (of partial differential equations) 428.B
Incomplete beta function App. A Table
Incomplete blocks 102.B
Incomplete elliptic integral of the first kind 134.B
Incomplete factorization 302.C
Incomplete gamma function 174.A App. Table
Incompleteness theorem, Goedel 156.E
Incompleteness theorem, Goedel first 185.C
Incompleteness theorem, Goedel second 185.C
Incompressible (measurable transformation) 136.C
Incompressible fluid 205.B
Inconsistent problem (of geometric construction) 179.A
Inconsistent system (of algebraic equations) 10.A
Increasing (sequence function or distribution) monotone 166.A 380.B
Increasing (sequence function or distribution) monotonically 87.B
Increasing (sequence function or distribution) non- 166.A
Increasing (sequence function or distribution) slowly (-function) 125.O
Increasing (sequence function or distribution) slowly (distribution) 125.N
Increasing (sequence function or distribution) slowly (in the sense of Deny) 338.O
Increasing (sequence function or distribution) slowly, sequence 168.B
Increasing (sequence function or distribution) strictly 166.A
Increasing (sequence function or distribution) strictly monotone 166.A
Increasing directed set 308.A
Increasing process 406.B
Increment function 380.B
Increment of a function 106.B
Increment process with independent 5.B
Ind (large inductive dimension) 117.B
Ind (small inductive dimension) 117.B
Indecomposable A-module 277.I
Indecomposable continuum 79.D
Indecomposable group 190.L
Indecomposable linear representation 362.C
Indecomposable vector bundle 16.Y
Indefinite D-integral 100.D
Indefinite Hermitian form 348.F
Indefinite integral 198.B
Indefinite integral in Lebesgue integral 221.D
Indefinite integralin Riemann integral 216.C
Indefinite quadratic form 348.C
Indefinite sum (of a function) 104.B
Independence theorem (on valuations) 439.G
Independence, number of 186.I
Independent  -(partitions) 136.E
Independent (axioms) 35.B
Independent (complexes) 70.B
Independent (differential operators) 324.C
Independent (events) 342.B
Independent (frequency) 126.L
Independent (partitions) 136.E
Independent (points) 7.A
Independent (random variables) 342.C
Independent algebraically 149.K 369.A
Independent analytically (in a complete ring) 370.A
Independent increments, process with 5.B
Independent linearly 2.E 256.C 256.E 277.G
Independent of the past history 406.D
Independent path 346.G
Independent process 136.E
Independent set 66.G 186.I
Independent system, maximal (of an additive group) 2.E
Independent variable 165.C
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