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| Ito K. — Encyclopedic Dictionary of Mathematics |
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| Предметный указатель |
Purely inseparable element (of a field) 149.H
Purely n-codimensional 125.W
Purely nondeterministic 395.D
Purely transcendental extension 149.K
Puri, MadanLai(1929-) 280.r 371.r
Pursuit, curve of 93.H
Push-down automaton 31.D
Push-down storage 96.E
Pustyl’nik, Evgenii Izievich(1938-) 251.r
Pusz, Wieslaw 402.G
Putnam, Calvin Richard(1924-) 251.K
Putnam, Hilary Whitehall(1926-) 81.D 81.r 97.* 97.r
Putnam’s theorem 251.K
Pyatetskii — Shapiro reciprocity law, Gel’fand — 437.DD
Pyatetskii—Shapiro, Il’ya Iosifovich(1929-) 32.H 122.G 125.r 159.J 384.A 384.C 384.r 437.r 450.Q 450.S
Pythagoras(572-492 B.C.) 60.O 118 139.B 139.D 145 155.C 181 187
Pythagorean closure (of a field) 155.C
Pythagorean extension (of a field) 155.C
Pythagorean field 139.B 155.C
Pythagorean number 145
Pythagorean ordered field 60.O
Pythagorean Theorem 139.D
q-block bundle 147.Q
q-block structure 147.Q
q-boundary 201.B
q-chains 201.B
q-cochains, singular 201.H
q-cycle 201.B
q-dimensional homology classes 201.B
q-expansion formula 134.I
q-face 70.B
q-function Chebyshev 19.G App. Table
q-function simplest Chebyshev 19.G
Q-manifold 382.D
Q-matrix 260.F
q-numbers 130.A
q-representation 351.C
q-simplex oriented 201.C
q-simplex singular 201.E
q-simplex standard 201.E
Q-spaces 425.BB
q.e. ( = quasi-everywhere) 338.F
QCD (= quantum chromodynamics) 132.D
QFD (= quantum flavor dynamics) 132.D
QR method 298.E
qth homology group 201.B
Quadrangles 155.F
Quadrangles complete 343.C
Quadrangular set of six points 343.C
Quadrant, first (of a spectral sequence) 200.J
Quadratic differential (on a Riemann surface) 11.D
Quadratic equation 10.D App. Table
Quadratic field(s) 347
Quadratic field(s) complex 347.A
Quadratic field(s) imaginary 347.A
Quadratic field(s) real 347.A
Quadratic form(s) 348
Quadratic form(s) (on a linear space) 256.H
Quadratic form(s) binary 348.M
Quadratic form(s) complex 348.A
Quadratic form(s) definite 348.C
Quadratic form(s) equivalent 348.A
Quadratic form(s) indefinite 348.C
Quadratic form(s) negative definite 348.C
Quadratic form(s) negative semidefinite 348.C
Quadratic form(s) nondegenerate 348.A
Quadratic form(s) positive definite 348.C
Quadratic form(s) positive semidefinite 348.C
Quadratic form(s) primitive binary 348. M
Quadratic form(s) properly equivalent binary 348.M
Quadratic form(s) real 348.A 348.C
Quadratic form(s) reduced 348.I
Quadratic form(s) Siegel zeta function of indefinite 450.K
Quadratic form(s), bilinear form associated with 256.H
Quadratic form(s), matrix of 348.A
Quadratic irrational number, irreducible 83.C
Quadratic loss function 398.A 399.E
Quadratic nonresidue 297.H
Quadratic programming 349
Quadratic programming nonconvex 264.D
Quadratic programming problem 292.A 349.A
Quadratic reciprocity of Jacobi symbol, law of 297.I
Quadratic reciprocity of Legendre symbol, law of 297.I
Quadratic residue 297.H
Quadratic transformation 16.I
Quadratic transformation locally 16.K
Quadratic transformation locally (of a complex manifold) 72.H
Quadratic transformation locally (of an algebraic surface) 15.G
Quadratrix 187
Quadrature 107.A App. Table
Quadrature confocal, family of 350.E
Quadrature Darboux 110.B
Quadrature of a circle 179.A
Quadrature spectral density 397.N
Quadrature, method of 313.D
Quadrature, pencil of 343.E
Quadrature, solution by App. A Table
Quadric cone 350.B 350.G
Quadric conical hypersurface 350.G
Quadric conical surface 350.B
Quadric cylindrical hypersurface 350.G
Quadric hypersurface 350.G 350.I
Quadric hypersurface (in a projective space) 343.D 350.I
Quadric hypersurface central 350.G
Quadric hypersurface elliptic 350.G
Quadric hypersurface hyperbolic 350.G
Quadric hypersurface noncentral 350.G
Quadric hypersurface of the hth species, singular (in a projective space) 343.E
Quadric hypersurface parabolic 350.G
Quadric hypersurface properly (n-1)-dimensional 350.G
Quadric hypersurface regular (in a projective space) 343.E
Quadric hypersurface, pencil of 343.E
Quadric surface(s) 350
Quadric surface(s) canonical form of the equation of 350.B
Quadric surface(s) central 350.B
Quadric surface(s) degenerate 350.B
Quadric surface(s) proper 350.B
Quadric(s) 350.A
Quadrivium 187
Qualification Gauignard’s constraint 292.B
Qualification Slater’s constraint 292.B
Qualitative (data) 397.A
Quality 404.A
Quality characteristic 404.A
Quality control 404.A
Quality control statistical 404.A
Quantifier 411.C
Quantifier bounded 356.B
Quantifier existential 411.C
Quantifier Hilbert’s  411.J
Quantifier universal 411.C
Quantile  - 396.C
Quantile of order p 341.H
Quantile restricted 33.B
Quantitative (data) 397.A
Quantity (quantities) analog 138.B
Quantity digital 138.B
Quantity first fundamental (of a surface) 111.H
Quantity second fundamental (of a surface) 111.H
Quantity thermodynamical 419.A
Quantization 351.D
Quantization second 377.B
Quantized contact transformation 274.F
Quantum chromodynamics (QCD) 132.C 132.D
Quantum electrodynamics 132.C
Quantum field theory 132.C 150.C
Quantum flavor dynamics (QFD) 132 D
Quantum logic 351.L
quantum mechanics 351
Quantum number azimuthal 351.E
| Quantum number orbital magnetic 351.E
Quantum number principal 351.E
Quantum statistical mechanics 402.A
Quartic equation 10.D App. Table
Quartile(s) 396.C
Quartile(s) first 396.C
Quartile(s) third 396.C
Quasi-affine (algebraic variety) 16.C
Quasi-algebraically closed field 118.F
Quasi-analytic function 58.F
Quasi-analytic function in the generalized sense 58.F
Quasi-analytic function, family of 58.A
Quasi-analytic function, set of 58.F
Quasi-Banach space 37.O
Quasi-equivalent unitary representation 437.C
Quasi-everywhere (in potential theory) 338.F
Quasi-Frobenius algebra 29.H
Quasi-Fuchsian group 234.B
Quasi-independent of path (a response probability) 346.G
Quasi-invariant measure 225.J
Quasi-inverse (in a Banach algebra) 36.C
Quasi-inverse element (of an element of a ring) 368.B
Quasi-invertible element (of a ring) 368.B
Quasi-p-valent 438.E
Quasi-perfect mapping 425.CC
Quasibarreled (locally convex space) 424.I
Quasibounded harmonic function 193.G
Quasicomplete (locally convex space) 424.F
Quasiconformal mappings 352
Quasiconformal mappings extremal 352.C
Quasiconformal reflection, theorem of 352.C
Quasicontinuous function 338.I
Quasidiscrete spectrum 136.E
Quasidual space (of a locally compact group) 437.I
Quasieontinuity principle (in potential theory) 338.I
Quasigroup 190.P 241.C
Quasilinear (operator) 224.E
Quasilinear (partial differential equation) 320.A 323.D 326.A
Quasilocal ring 284.D
Quasinilpotent (operator) 251.F
Quasinorm (of a vector) 37.O
Quasinormal family (of analytic functions) 435.E
Quasinormed linear space 37.O
Quasiperiodic (translational flow) 126.L
Quasiperiodic motion 136.G 404.F
Quasiperiodic solution (of Hill’s differential equation) 268.B
Quasiprojective algebraic variety 16.C
Quasiprojective morphism 16.E
Quasiprojective scheme 16.E
Quasiregular element (of a ring) 368.B
Quasiregular function, K- 352.B
Quasisemilocal ring 284.D
Quasisimple ring 368.E
Quasisplit algebraic group, k- 13.O
Quasistable distribution 341.G
Quasistatic adiabatic process 419.B
Quasistationary electric circuit 130.B
Quasisymmetric 384.E
Quasivariational inequalities 440.D
Quaternion 29.B
Quaternion algebra 29.D
Quaternion algebra generalized 29.D
Quaternion algebra Hamilton 29.B
Quaternion algebra total definite 27.D
Quaternion field 29.B
Quaternion group 151.B
Quaternion group generalized 151.B
Quaternion hyperbolic space 412.G
Quaternion unimodular group 412.G
Quaternion vector bundle 147.F
Quenouille, Maurice Henri(1924-1973) 421.D
Query 96.F
Questions 351.L
QUEUE 96.E
Queue length 260.H
Queuing model 260.H 307.C
Queuing theory 260.H 307.C
Quillen, Daniel G(1940-) 12.r 16.Y 191.r 200.K 237.A 237.I 237.J 369.F
Quinn, Barbara Keyfitz 286.X
Quinn, Frank S.(1946-) 114.K
Quotient (linear) space (by a linear subspace) 256.F
Quotient (linear) space (with respect to an equivalence relation) 256.F
Quotient bialgebra 203.G
Quotient bundle 147.F
Quotient bundle (of a vector bundle on an algebraic variety) 16.Y
Quotient category 52.N
Quotient chain complex 200.C
Quotient coalgebra 203.F
Quotient complex 201.L
Quotient G-set 362.B
Quotient group (of a group) 190.C
Quotient group (of a topological group) 423.E
Quotient lattice 243.C
Quotient Lie algebra 248.A
Quotient Lie group 249.G
Quotient mapping 425.G
Quotient mapping hereditarily 425.G
Quotient measure 225.H
Quotient object 52.D
Quotient representation (of a linear representation) 362.C
Quotient set (with respect to an equivalence relation) 135.B
Quotient singularity 418.C
Quotient space (by a discontinuous transformation group) 122.A
Quotient space (of a linear space) 256.F
Quotient space (of a topological space) 425.L
Quotient space left (of a topological group) 423.E
Quotient space right (of a topological group) 423.E
Quotient system (of an algebraic system) 409.C
Quotient topological space 425.L
Quotient topology 425.L
Quotient(s) (in a lattice) 243.F
Quotient(s) (of an ideal and a subset of a commutative ring) 67.B
Quotient(s) (of an ordered set) 311.B
Quotient(s) (of numbers) 297.A
Quotient(s) difference 104.A
Quotient(s) differential (at a point) 106.A
Quotient(s) geometric 16.W
Quotient(s) Herbrand 200.N
Quotient(s) integral (in the division algorithm of polynomials) 337.C
Quotient(s) module of, of an R-module with respect to S 67.G
Quotient(s) prime (in a lattice) 243.F
Quotient(s) Rayleigh 68.H 304.B
Quotient(s) ring of total 67.G
Quotient(s) ring of, of a ring with respect to a prime ideal 67.G
Quotient(s) ring of, of a ring with respect to S 67.G
Quotient(s), field of 67.G
Quotient(s), group of (of a commutative semigroup) 190.P
QZ method 298.C
r-closed space 425.U
R-estimator 371.H
r-frame, tangent 105.H
r-ple point (of a plane algebraic curve) 9.B
R-progenerator 29.K
r-section (of a Euclidean (simplicial) complex) 70.B
r-section (of a simplicial complex) 70.C
r-skeleton (of a Euclidean complex) 70.B
Raabe criterion App. A Table
Raabe, Joseph Ludwig App.A Table
Raanan, Joseph 173.E
Rabie, M. 173.r
Rabinowitz, Paul H.(1939-) 286.T 286.W 286.r
Rabinowitz, Phillip(1926-) 223.r 299.r 301.r
Racah algebra 353.A
Racah coefficient 353.B
Racah, Giulio(1909-1965) 353.A 353.B 353.r
Rademacher system of orthogonal functions 317.C
Rademacher — Men’shov theorem 317.B
Rademacher, Hans Adolph(1892-1969) 4.A 4.C 4.D 297.r 317.B 317.C 328.* 328.r 357.r
Radial equation 351.E
Radial maximal function 168.B
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