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                    | Hille E. — Ordinary Differential Equations in the complex domain |  
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                    | Предметный указатель |  
                    | | Solution: particular      43 Solution: singular      43
 Solution: singular, matrix      323—326
 Solution: singular, matrix, algebraically regular      326
 Solution: singular, matrix, transit matrix      329
 Space: abstract      1
 Space: Banaeh      5
 Space: complete      4
 Space: metric,      3
 Space: normeal      4
 Space: vector      1
 Spectrum of: commutator      345
 Spectrum of: matrix      8
 Spectrum of: multiplication operators      345
 Star: Mittag — Leffler      328
 Star: point      314
 Statistics: polar      134—135 140
 Stieltses, Thomas Jan: Riemann, integral      25
 Stokes, George Gabriel      248
 Stokes, George Gabriel, phenomenon      364—365
 String of zeros      190
 String of zeros, d, l, r      318
 Strubecker, Karl      142
 Structure: algebraic and geometric      1
 Structure: analytical      17
 Sturm, Jaques-Charles-Francsois      283
 Sturm, Jaques-Charles-Francsois, Sturmian chain      213 233
 Sturm, Jaques-Charles-Francsois, Sturmian methods      284—292
 Surface: fundamental forms of      113
 Surface: Riemann      20 118
 Surface: ruled      113
 Symmetry principle      240 379 394
 System: autonomous polynomial      460—464
 System: autonomous quadratic      455—460
 System: fundamental      150
 System: orthogonal      210 227
 System: orthonormal      210
 Taam, Choy-Tak      283 300 320
 Tangent: function      48
 Tangent: locus      300
 Tangent: of curve      111
 Tangent: vector      111
 Tannery, J.      465
 Testpower test      90
 Theorem: Bolzano — Weierstrass      4 18
 Theorem: double series      35—36
 Theorem: fixed point      9—12
 Theorem: Hamilton — Caylcy      9
 Theorem: Heine — Borel      211
 Theorem: identity      28
 Theorem: Painleve      83 87
 Theorem: Pringsheim      23
 Theta functions      263—265
 Theta functions, null      265 398—400
 Thomas, Llewellyn Hilleth      449 466
 Thomas, Llewellyn Hilleth, Fermi DE      448—453
 Thome, Ludwig Wilhelm: normal series      362 375
 Titchmarsh, Edward Charles      469
 Titchmarsh, Edward Charles, singular boundary value problem      188—191 199 319 320
 Trace      324
 Transformadon      179
 Transformation:
  into  6 Transformation: inverse      6
 Transformation: Kummer      202
 Transformation: linear      5
 Transformation: Liouville      174
 Transformation: Moebius (fractional linear)      19
 Transformation: order preserving      15
 Transformation: positive      14
 Triangle: analytical      94
 Triangle: axiom      3
 Triangle: functions      385 395
 
 | Trichotomy      3 Tricomi, Francesco: Bateman papers      248 468
 Tricomi, Francesco: confluent hypergeometric functions      247 469
 Trihedral moving      111
 Trjitzinski, W.J.      364 373 432 469
 Turrittin, Hugh L.: Birkhoff problem      274 281 361 372
 Turrittin, Hugh L.: factorial matrix coefficients      364
 Turrittin, Hugh L.: Stokes phenomenon      364—365
 Type: exponential growth      411
 Type: of meromorphic function of finite order      119
 Type: power      413
 Uniformization: by automorphic functions      128
 Uniformization: by meromorphic functions      127
 Uniformization: by modular functions      400
 Uniformization: by rational functions      129
 Uniqueness of: fixed point      9—12
 Uniqueness of: solution of DE      40—47
 Univalence: classes
  and  388 Univalence: in a half-plane      390 393
 Univalence: use of the Schwarzinn      388—394
 Valiron, Georges      432 469
 Valiron, Georges, central index, maximal term      168 198
 Value: absolute      21
 Value: asymptotic      121
 Value: distribution      114—129
 Value: eigen      8
 Value: exceptional      121
 Van Vleck, E.B      283 320
 Variation: bounded      25
 Variation: of parameters      314—315
 Variation: variational system      69
 Vector      2
 Vector characteristic      8
 Vector field      297
 Vector space      2
 Vector tangent      111
 Volterra, Vito      11
 Volterra, Vito, fixed point theorem      11
 Volterra, Vito, integral equation      11
 Volterra, Vito, struggle for life      455 466
 Wallis, John      233
 Walter, Wolfgang      39 470
 Watson, G.N.: Bessel functions      212 248
 Watson, G.N.: Whittaker, Modern Analysis      231  282 470
 Weber, Heinrich      231
 Weber, Heinrich, Hermite equation      228—233
 Weierstrass, Karl      17 21 24 26 33 34 35 36 42
 Weierstrass, Karl, analytic continuation      33—35
 Weierstrass, Karl, double series theorem      35—36
 Weierstrass, Karl, pe-function      96 126—139
 Weierstrass, Karl, power series, domain of convergence      31
 Weierstrass, Karl, zeta-function      246
 Weill, G.      391
 Weiss, Leonard      143 470
 Weyr, Eduard      108
 Whittaker, E.T.: Watson      231 247 281 470
 Wiman, Anders: approximate solutions of linear DE      169 198
 Wiman, Anders: central index, maximum term      168
 Wiman, Anders: estimates of w'/w      175—177 199
 Wiman, Anders: grade      162
 Winding number (index)      329
 Wirtinger, Wilhelm: Heidelberg lecture      394
 Wittich, Hans      103 106 140 143
 Wittich, Hans, growth of solutions of 2nd order linear DE      165—168 198
 Wittich, Hans, Malmquist theorem      129—138
 Wittich, Hans, Painleve transcendcnts      443—445
 Wronski (Hoene, Josef Maria): Wronskian      150—151
 Wronski (Hoene, Josef Maria): Wronskian matrix      192
 Yang, Chung-Chun      130 140 143
 Yosida, Kosaku      103 114 130 138 140 143 417 470
 Zero, element      3
 Zero, element, free region      292—300
 Zero, element, of function      28
 
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