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| Ito K. — Encyclopedic Dictionary of Mathematics. Vol. 2 |
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| Предметный указатель |
Radius (radii) of torsion (of a space curve) 111.F
Radius (radii) spectral 126.K 251.F 390.A
Radjavi, Heydar 251.r
Radkevich, E.V. 112.D 323.r
Rado solution, Douglas- (to Plateau problem) 275.C
Rado, Tibor 65.C 77.B 109 164.I 193.r 246.r 275.A C D r I r F410.B
Radon integral, Lebesgue- 94.C
Radon measure 270.I
Radon measure positive 270.I
Radon transform 218.F
Radon transform conjugate 218.F
Radon transform raising the subscripts (for tensor fields) 417.D
Radon — Nikodym derivative 270.L 380.C
Radon — Nikodym property 443.H
Radon — Nikodym theorem 270.L 380.C
Radon — Nikodym theorem for vector measures 443.H
Radon, decomposition formula of 125.CC
Radon, Johann 94.C 125.CC 218.F 270.I L
Radstrom, Hans Vilhem 443.I
Raghavarao, Damaraju 102.r
Raghunathan, Madabusi Santanam 122.G r
Raiffa, Howard 173.C398.r
Rail, Louis B. 138.r 301.r
Rainville, Earl D. 389.r
Rajchman, A. 159.J
Ralkov, Dmitrii Abramovich 192.G 256.r 341.E 424.X 437.EE
Ralston, Anthony 142.r 223.r 303.D r
Ralston, James V. 345.A
Ramachandra, Kanakanahalli 123.E
Ramamoorthi, R.V. 396.r
Ramanathan, Kollagunta Gopalaiyer 118.D 450.K
Ramanujam, Chidambaram Padmanabham 232.D r
Ramanujan conjecture 32.D
Ramanujan sum 295.D
Ramanujan — Petersson conjecture 32.D
Ramanujan, Srinivasa 4.D 32.C D E r
Ramification field (of a prime ideal) 14.K
Ramification field (of a prime ideal) mth 14.K
Ramification group (of a finite Galois extension) 257.D
Ramification group (of a prime ideal) 14.K
Ramification group mth 14.K
Ramification index (of a finite extension) 257.D
Ramification index (of a prime ideal over a field) 14.I
Ramification index (of a valuation) 439.I
Ramification index (of an algebroidal function) 17.C
Ramification numbers (of a prime ideal) 14.K
Ramification point (of an analytic covering space) 23.E
Ramification theorem (in the theory of algebroidal functions) 17.C
Ramification theorem conductor- (in class field theory) 59.C
Ramification, degree of (of a branch point) 367.B
Ramified (prime ideal) 14.I
Ramified covering space 23.B
Ramified element 198.O
Ramified type theory 411.K
Ramis, Jean-Pierre 68.F
Ramsey, Frank Plumpton 156.B
Ran, Ziv 450.S
Randies, Ronald Herman 371.r 374.r
Random current 395.I
Random distribution 395.H 407.C
Random distribution in the wide sense 407.C
Random distribution in the wider sense 395.C
Random distribution strictly stationary 395.H
Random distribution strongly stationary 395.H
Random distribution weakly stationary 395.C
Random distribution with independent values at every point 407.C
Random effect 102.A
Random event 342.B
Random field 407.B
Random measure Gaussian 407.D
Random measure Poisson 407.D
Random numbers 354
Random numbers pseudo- 354.B
Random sample 374.A 396.B 401.F
Random sampling procedure 373.A
Random Schrodinger equations 340.I
Random sequence 354.E
Random tensor field 395.I
Random variable  -valued 342.C
Random variable (S, F)-valued 342.C
Random variable distribution of 342.C
Random variable independent 342.C
Random variable joint 342.C
Random variable measurable with respect to a family of 342.C
Random variable n-dimensional 342.C
Random variable one-dimensional probability distribution of 342.C
Random variable probability distribution of 342.C
Random variable(s) 342.C
Random walk 260.A
Random walk general 260.A
Random walk standard 260.A
Random, at 401.F
Random-effects model 102.A 403.C
Randomization 102.A
Randomized (decision function) 398.A
Randomized block design 102.B
Randomized design, completely 102.A
Randomized estimator 399.B
Randomized test 400.A
Range (of a correspondence) 358.B
Range (of a linear operator) 37.C
Range (of a mapping) 381.C
Range (of a population characteristic) 396.C
Range (of statistical data) 397.C
Range closed, theorem 37.J
Range equianharmonic (of points) 343.D
Range harmonic (of points) 343.D
Range interquartile 397.C
Range long 375.B
Range metastable (of embeddings) 114.D
Range numerical (of a linear operator) 251.E
Range of values (of a meromorphie function) 62.A
Range point (in projeetive geometry) 343.B
Range point, of the number system (in projeetive geometry) 343.C
Range sample 396.C
Range short 375.B
Range stable (of embeddings) 114.D
Range, R. Michael 164.K
Rank (of a bilinear mapping) 256.H
Rank (of a complex) 13.R
Rank (of a connected compact Lie group) 248.X
Rank (of a free Abelian group) 2.C
Rank (of a free group) 161.A
Rank (of a free module) 277.G
Rank (of a graph) 186.G
Rank (of a Lie algebra) 248.K
Rank (of a linear mapping) 256.F
Rank (of a matrix) 269.D
Rank (of a module) 2.E
Rank (of a normals-algebra) 384.C
Rank (of a prime ideal) 67.E
Rank (of a quadratic form) 348.A
Rank (of a sesquilinear form) 256.Q
Rank (of a symmetric Riemannian homogeneous space) 412.D
Rank (of a Tits system) 151.J
Rank (of a valuation) 439.B
Rank (of an analytic mapping) 23.C
Rank (of an element of a complex) 13.R
Rank (of an elliptic curve over Q) 118.D
Rank (of first-order predicates) 411.K
Rank at a point (of an analytic mapping) 23.C
Rank bispinor 258.B
Rank correlation Kendall 371.K
Rank correlation Spearman 371.K
Rank function 66.F
Rank k, irreducible tensor of 353.C
Rank k- 13.Q
Rank of finite (operator) 68.C
Rank p- (of a torsion-free additive group) 2.E
Rank rational (of a valuation) 439.B
| Rank test signed 371.B
Rank test Wilcoxon signed 371.B
Rankin, Robert Alexander 123.C
Rankine — Hugoniot relation 204.G 205.B
Rankine, William John Macquorn 204.G 205.B
Rao inequality, Cramer- 399.D
Rao, Calyampudi Radhakrishna 280.r 374.H 399.C D O r
Rao, Ranga R. 374.r
Raphson method, Newton- 301.D
Raphson, Joseph 301.D
Rapidly decreasing  -function 168.B
Rapidly decreasing distribution 125.O
Rapidly decreasing sequence 168.B
Rapoport, Michael 16.r
Rarefied gas, equation of 411.A
Rasmussen, O.L. 301.r
Rate coding 213.D
Rate hazard 397.O
Rate infinitesimal birth 260.G
Rate infinitesimal death 260.G
Rate of interest, assumed 214.A
Rate transmission 213.A
Rathbone, C.R. 332.r
Ratio anharmonic 343.D
Ratio cross 343.D
Ratio damping (of a damped oscillation) 318.B
Ratio direction (of a line in an affine space) 7.F
Ratio double 343.D
Ratio ergodic theorem 136.B
Ratio estimator 373.C
Ratio likelihood 400.I
Ratio likelihood, test 400.I
Ratio monotone likelihood 374.J
Ratio odds 397.K
Ratio of the circumference of a circle to its diameter 332
Ratio Poisson 271.G
Ratio sequential probability, test 400.L
Ratio set 136.F
Ratio set asymptotic 308.I
Ratio stiffness 303.G
Rational action 226.B
Rational cohomology group 200.O
Rational curve 9.C 93.H
Rational differential equation 288.A
Rational divisor k- (on an algebraic curve) 9.C
Rational divisor prime 9.C
Rational double point 418.C
Rational element 198.O
Rational entire function 429.A
Rational expression 337.H
Rational expression field of 337.H
Rational extrapolation method 303.F
Rational function field in n variables 149.K
Rational function generalized 142.B
Rational function matrix 86.D
Rational function on a variety 16.A
Rational function(s) field of 337.H
Rational homomorphism 3.C 13.A
Rational injectivity 200.O
Rational integer 294.C
Rational mapping 16.I
Rational mapping defined along a subvariety 16.I
Rational mapping purely inseparable 16.I
Rational mapping separable 16.I
Rational number denseness of 355.B
Rational number(s) 294.D
Rational operation 294.A
Rational point 118.E
Rational point k’- (of an algebraic variety) 16.A
Rational point over a field 369.C
Rational polyhedral, convex 16.Z
Rational Pontryagin class 56.F
Rational rank (of a valuation) 439.B
Rational real number 294.E
Rational representation (of a matrix group) 226.B
Rational representation (of GL(V)) 60.D
Rational singularity 418.C
Rational surface 15.E
Rational variety 16.J
Rational variety uni- 16.J
Rationally equivalent cycles 16.R
Ratner, Marina E. 126.J 136.F
Rauch, Harry Ernest 134.r 178.A C
Rauch,A. 17.D
Ray (in a Riemannian manifold) 178.F
Ray (in affine geometry) 7.D
Ray (in foundation of geometry) 155.B
Ray (modulo m*) 14.H
Ray asymptotic 178.F
Ray grazing 325.L
Ray paraxial 180.B
Ray unit 351.B
Ray, Daniel Burrill 5.r 115.A
Ray-Chaudhuri, Dwijendra K. 96.r
Rayleigb — Scbrodinger series 331.D
Rayleigh principle 68.H
Rayleigh quotient 68.H 298.C 304.B
Rayleigh — Ritz method 46.F 271.G
Rayleigh, Lord 46.F 68.H 228.B 298.C 304.B 318.r 331.A D
Rayleigh- 46.F 271.G
Raynaud, Michel 3.N r
Razumikhin, B.S. 163.G I
Reaction, law of 271.A
Real analytic (at a point) 106.K
Real analytic fiber bundle 147.O
Real analytic foliation 154.H
Real analytic function 106.K 198.H
Real analytic function exponentially decreasing 125.BB
Real analytic manifold 105.D
Real analytic structure 105.D
Real axis 74.C
Real closed field 149.N
Real field 149.N
Real field formally 149.N
Real field totally 14.F
Real form 412
Real form (of a complex algebraic group) 60.O
Real form (of a complex Lie algebra) 248.P
Real form normal (of a complex semisimple Lie algebra) 248.Q
Real function 165.B
Real Grassmann manifold 199.B
Real Hilbert space 197.B
Real hyperbolic space 412.G
Real hypersphere 76.A
Real hypersphere oriented 76.A
Real hypersurface, spherical 344.C
Real immersion, totally 365.M
Real infinite prime divisor 439.H
Real interpolation space 224.C
Real Lie algebra 248.A
Real Lie algebra compact 248.P
Real line 355.E
Real linear space 256.A
Real monoidal transform 274.E
Real number Cantor’s theory of 294.E
Real number completeness of 294.E 355.B
Real number connectedness of 294.E
Real number continuity of 294.E
Real number Dedekind’s theory of 294.E
Real number extended 87.E
Real number infinitesimal 276.E
Real number irrational 294.E
Real number mod 135.5.D
Real number nonstandard 276.E
Real number rational 294.E
Real number(s) 294.E 355
Real part 74.A
Real prime divisor 439.H
Real projective space 343.D
Real projective space infinite-dimensional 56.B
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