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| Ito K. — Encyclopedic Dictionary of Mathematics. Vol. 2 |
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| Предметный указатель |
K-theory algebraic 237.J
K-theory higher algebraic 237.J
k-transitive permutation group 151.H
k-trivial torus 13.D
k-valued algebroidal function 17.A
k-vector bundle, normal 114.J
k-way contingency table 397.K
k-Weyl group 13.Q
Kac formula, Feynman- 351.F
Kac — Nelson formula, Feynman- 150.F
Kac, Mark 41.C 115.C 150.F 250.r 261.r 287.C 295.E 340.r 341.r 351.F 391.C r
Kaczmarz, Stefan 317.r
Kadanoff, Leo Philip 361.r
Kadison, Richard Vincent 36.G K
Kadomtsev — Petvyashvili equation 387.F
Kadomtsev, Boris Borisovich 387.F
Kagan, Abram Meerovich 374.H
Kahan, William M. 302.r
Kahane, Jean-Pierre 159.H r r
Kahler existence theorem, Cartan- 191.I 428.E
Kahler homogeneous space 199.A
Kahler immersion 365.L
Kahler manifold 232
Kahler metric 232.A
Kahler metric standard (of a complex projective space) 232.D
Kahler metric, Einstein- 232.C
Kahler submanifold 365.L
Kahler, Erich 109 191.I 199.A 232.A 365.L 428.E r
Kail, Peter 408.r
Kailath, Thomas 86.D r
Kainen, Paul C. 157.r
Kaiser, Henry F. 346.F r
Kakeshita Shin-ichi 371.A
Kakeya — Enestrom theorem (on an algebraic equation) 10.E
Kakeya, Soichi 10.E 89.E
Kakutani fixed point theorem 153.D
Kakutani theorem (on complemented subspace problems of Banach spaces) 37.N
Kakutani theorem (on statistical decision problems) 398.G
Kakutani unit 310.G
Kakutani, Shizuo 37.N 136.B-D F G
Kalashnikov, Anatolii Sergeevich 327.r
Kallen — Lehmann representation 150.D
Kallen — Lehmann weight 150.D
Kallen, Anders Olof Gunnar 150.D
Kallianpur, Gopinath 86.r 250.r 405.r
Kalman filter 86.E
Kalman — Bucy filter 86.E 405.G
Kalman, Rudolf Emil 86.A C-F r
Kalmar, Laszlo 97
Kaluza, Theodor, Jr. 434.C
Kaluza’s 5-dimensional theory 434.C
Kamae, Teturo 136.H 354.r
Kambayashi, Tatsuji 15.r
Kamber, Franz W. 154.G H r
Kamenskii, Georgii Aleksandrovich 163.r
Kametani theorem, Hallstrom- 124.C
Kametani, Shunji 62.E 124.C
Kamke, Erich 316.r
Kampe de Feriet, Joseph 206.D 393.E r
Kan complex 70.F
Kan, Daniel M. 70.E
Kanamori, Akihiro 33.r
Kaneda, Eiji 365.E
Kaneko, Akira 162
Kanel, Yakob Isaakovich 204.F r
Kaneyuki, Soji 384.r
Kanitani, Joyo 110.B r
Kannan, Rangachary 290.r
Kano, Tadayoshi 286.Z
Kantor, William M. 151.J
Kantorovich, Leonid Vital’evich 46.r 162 217.r 255.E 304.r 310.A
Kaplan, Wilfred 106.r 216.r 313.r
Kaplansky, Irving 2.E r r
Kaplansky’s density theorem 308.C
Kapteyn series 39.D App. Table
Kapteyn,Willem 39.D App. A. Table 19.III
Karacuba, Anatolii Alekseevich 4.E
Karhunen, Kari 395.r
Kariya, Takeaki 280.r
Karlin, Samuel 222.r 227.r 260.I 263.E 310.H 336.r 374.r 399.G r
Karlin’s theorem 399.G
Karp, Carol 356.r
Karrass, Abe 161.r
Karzanov, A.V. 281.r
Kas, Arnolds. 15.H 16.R
Kasahara, K. 325.H
Kasahara, Kenkiti 21.M
Kasai, Takumi 71.r
Kasch, Friedrich(192l-) 29.H
Kashiwara, Masaki 68.F 125.DD EE 146.A C
Kasteleyn, P. W. 212.A
Kastler axioms, Haag- 150.E
Kastler, Daniel 150.E 3 51. K 402.G
Kataoka, Kiyomi 125.DD r
Kataoka, Shinji 408.r
Katetov, Miroslav 117.A D E
Kato perturbation 351.D
Kato theorem, Rellich- 331.B
Kato, Junji 163.r
Kato, Kazuhisa 126.J
Kato, Masahide 72.K
Kato, Mitsuyoshi 65.D 147.Q 418.r
Kato, Tosio 68.r 162 204.B C E B E r E H-J
Katok, Anatolii Borisovich 126.N 136.E F H r
Kats, Izrail’ Samoilovich 115.r
Katsurada, Yoshie 365.H
Katutani equivalence 136.F
Katz, Jerrold J. 96.r
Katz, Nicholas M. 16.r 450.J Q r
Katznelson, Yitzhak 136.E 159.H I
Kaufman, Sol 399.N r
Kaul, Helmut 195.E
Kaup, Wilhelm 384.r
Kawada, Yukiyosi 59.H
Kawaguchi space 152.C
Kawaguchi, Akitsugu 152.C
Kawai, Soichi 72.r
Kawai, Takahiro 125.BB DD r C
Kawai, Toru 293.E r
Kawakami, Hiroshi 126.N
Kawakubo, Katsuo 431.D
Kawamata, Yujiro 15.r 21.N 72.I r
Kawashima, Shuichi 41.r
Kawata, Tatsuo 374.H 395.r
Kazama, Hideaki 21.L
Kazarinoff, Nicholas D. 211.r
Kazdan, Jerry L. 364.H r
Kazhdan, David A. 122.G 391.N
Kazhikov, A. V. 204.F
KdV equation 387.B
KdV equation two-dimensional 387.F
Kechris, Alexander S. 22.C H r
Keedwell, Anthony Donald 241.r
Keesling, James Edgar 382.C
Keim, Dieter 424.r
Keisler — Shelah isomorphism theorem 276.E
Keisler, H. Jerome 33.r 276.E r r
Keldysh, Mstislav Vsevolodovich 336.F
Keller — Masiov index 274.C
Keller, Herbert Bishop 303.r
Keller, Joseph Bishop 274.C r
Kelley, D.G. 212.A
Kelley, John Ernst, Jr. 376.r
Kelley, John Leroy 37.M 87.r 381.r 424.r 425.r 435.r 436.r
Kellogg, Oliver Dimon 120.B D r
Kelly theorem, Nachbin — Goodner- 37.M
Kelly, Anthony 92.r
Kelvin function 39.G App. Table
Kelvin transformation 193.B
Kelvin, Lord 19.B 39.G 120.A 193.B App. A Table
| Kemeny, John George 260.J
Kempe, Alfred Bray 157.A D
Kempf, George R. 9.r 16.r
Kempisty, Stefan 100.A r
Kempthorne, Oscar 102.r
Kendall notation 260.H
Kendall, David G. 44.A 218.r 260.H J
Kendall, Maurice George 102.r 280.r 346.r 371.K 397.r 400.r
Kendall’s rank correlation 371.K
Kenmotsu Katsuei 275.F
Kennedy, P.B. 193.r
Kepler, Johannes 20 78.D 126.A 265 271.B 309.B 432.C
Kepler’s equation 309.B
Kepler’s first law 271.B
Kepler’s orbital elements 309.B
Kepler’s second law 271.B
Kepler’s third law 271.B
Kerekjarto — Stoilow compactification 207.C
Kerekjarto, Szerkeszti Bela 207.C 410.r
Kernel (distribution) 125.L
Kernel (of a bargaining set) 173.D
Kernel (of a group homomorphism) 190.D
Kernel (of a linear mapping) 256.F
Kernel (of a morphism) 52.N
Kernel (of a potential) 338.B
Kernel (of a set) 425.O
Kernel (of a sheaf homomorphism) 383.C
Kernel (of a system of Suslin) 22.B
Kernel (of an integral equation) 217.A
Kernel (of an integral operator) 251.O
Kernel (of an integral transform) 220.A
Kernel (of an operator homomorphism) 277.E
Kernel adjoint 338.B
Kernel consistent 338.E
Kernel degenerate 217.F
Kernel differential 188.G
Kernel diffusion 338.N
Kernel Dirichlet 159.B
Kernel distribution 338.P
Kernel domain (of a sequence of domains) 333.C
Kernel elementary 320.H
Kernel Fejer 159.C
Kernel form 348.E
Kernel Fourier 220.B
Kernel function 188.G
Kernel function Bergman 188.G
Kernel function harmonic 188.H
Kernel function Szego 188.H
Kernel fundamental 320.H
Kernel Hermitian 217.H
Kernel Hunt 338.O
Kernel integral 217.A 251.O
Kernel iterated 217.D
Kernel Kuramochi 207.C
Kernel Martin 207.C
Kernel of Calderon — Zygmund type 217.J
Kernel of Carleman type 217.J
Kernel of Hilbert — Schmidt type 217.I
Kernel perfect (in potential theory) 338.E
Kernel Pincherle — Goursat 217.F
Kernel Poisson 159.C
Kernel positive 217.H
Kernel positive definite 217.H 338.D
Kernel positive semidefinite 217.H
Kernel representation (of a Green’s operator) 189.B
Kernel reproducing 188.G
Kernel semidefinite 217.H
Kernel separated 217.F
Kernel singular 217.J
Kernel symmetric 217.G
Kernel symmetric, of positive type 338.D
Kernel theorem (of Schwartz) 125.L 424.S
Kernel weak potential 260.D
Kernel Wiener 95
Kerner (DK) method, Durand- 301.F
Kerner — Aberth (DKA) method, Durand- 301.F
Kerner, Immo O. 301.F
Kerr metric 359.E
Kerr, Roy Patrick 359.E
Kervaire invariant, Arf- 114.J
Kervaire, Michel Andre 65.C 114.A B I-K
Kerzman, Norberto Luis Maria 164.K
Kesten, Harry 5.G 44.r 340.r
Khachiyan, L. G. 71.D 255.C
Khachiyan’s method 255.C
Khalkin, Semen Emanuilovich 290.r 318.r
Khas’minskii, Rafail Zalmanovich 115.D
Khatri, Chinubhai Ghelabhai 280.r
Khavinson, Semeon Yakovlevich 77.E
Khayyam, Omar 26
Khenkin (Henkin), Gennadii Markovich 164.K 344.F
Khinchin (Hincin), Aleksandr Yakovlevich 4.A 45.r 83.r 100.A 115.D 213.F 250.C 307.C 332.r 341.G 342.D 395.B 402.r
Khinchin canonical form (of an infinitely divisible probability distribution) 341.G
Khinchin decomposition (of a covariance function) 395.B
Khinchin’s law of the iterated logarithm 250.C
Khovanskil, Aleksei Nikolaevich 83.r
Kiefer inequality, Chapman-Robbins- 399.D
Kiefer, Jack Carl 399.D
kih transform 160.F
Kiinneth, Hermann 200.E H
Kiinzi, Hans Paul 292.F r
Kiirschak, Jozsef 439.L
Kikuchi, Fumio(1945-) 304.r
Kikuti, Dairoku 230 267
Killing 261.F
Killing curvature, Lipschitz- 279.C
Killing differential equation 364.F
Killing form 248.B
Killing measure 115.B
Killing method (of obtaining a homotopy group) 202.N
Killing time 260.A
Killing vector field 364.F
Killing, Wilhelm Karl Joseph 50 248.B 279.C 364.F
Kim Wan Hee 282.r
Kimura, Motoo 115.D 263.E
Kimura, Tatsuo 450.V
Kimura, Tosihusa 30.r 288.B-D 289.r
Kind Abelian differential of the first, second, third 11.C
Kind Abelian integral of the first, second, third 11.C
Kind associated Legendre function of the first, second 393.C
Kind Beltrami differential operator of the first, second App. A Table
Kind Bessel function of the first, second, third 39.B
Kind canonical coordinates of the first, second 249.Q
Kind complete elliptic integral of the first, second 134.B C
Kind differential form of the first (on an algebraic variety) 16.O
Kind differential form of the first, second, third (on a nonsingular curve) 9.E
Kind discontinuity of the first, second 84.B
Kind discontinuous group of the first 122.B
Kind elliptic function of the first, second, third 134.G H
Kind elliptic integral of the first, second, third 134.A
Kind error of the first, second 400.A
Kind Euler integral of the first, second 174.A C
Kind exceptional curve of the first, second 15.G
Kind Fredholm integral equation of the first, second, third 217.A
Kind Fuchsian group of the first, second 122.C
Kind Hankel function of the first, second 39.B
Kind incomplete elliptic integral of the first 134.B
Kind Lame function of the first, second 133.C
Kind Legendre function of the first, second 393.B
Kind Mathieu function of the first, second 268.B
Kind modified Mathieu function of the first, second, third 268.D
Kind perfect members of the second 297.D
Kind Stirling number of the second 66.D
Kinderlehrer, David S. 105.r
Kinetic density 218.A
kinetic energy 271.C 351.D
Kinetic measure 218.A
Kinetic theory of gases 402.B
Kingman, John Frank Charles 136.B r
Kinnersley, William 205.F
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