Mathematics from Leningrad to Austin: George G. Lorentz’ Selected Works in Real, Functional and Numerical Analysis, Volum 1Rudolph A. Lorentz Springer Science & Business Media, 15 de jul. 1997 - 548 pàgines This "Select a" contains approximately two thirds of the papers my 1932 to 1994. These papers are divided into four fields. father wrote from The first volume contains the papers on 1) Summability and Number Theory and 2) Interpolation. The second volume contains the fields 3) Real and Functional Analysis and 4) Approximation Theory. Each of these four groups of papers is introduced by a review of the contents and significance, respectively of the impact of these papers. The first volume contains, in addition, an autobiography, a complete list of publications, a list of doctoral students and four unpublished essays on mathematics in general: a) A report on the University of Leningrad b) On the work of the mathematical mind c) Proofs in Mathematics d) About Mathematical books. The report on the University of Leningrad, written in the late '40's, is a unique historical document which is still of current interest for several reasons. It is of interest for professional reasons since it contains a com plete description of a mathematics majors' curriculum through his entire course of studies. From it one can see both the changes and invariants of course material as well as the students' course load. Then one can also see the consequences of admittedly extreme political intervention in uni versity affairs. Today we use the term "politically correct", but in those times being politically correct was a matter of life and death. |
Continguts
IV | 1979 |
V | 1981 |
VII | 9 |
IX | 13 |
XI | 23 |
XIII | 31 |
XV | 33 |
XVII | 50 |
XL | 259 |
XLI | 263 |
XLII | 267 |
XLIV | 268 |
XLV | 281 |
XLVI | 289 |
XLVII | 310 |
XLVIII | 314 |
XVIII | 57 |
XIX | 60 |
XXI | 78 |
XXII | 85 |
XXIII | 98 |
XXIV | 107 |
XXVI | 131 |
XXVII | 146 |
XXVIII | 153 |
XXIX | 154 |
XXX | 168 |
XXXI | 173 |
XXXII | 177 |
XXXIV | 192 |
XXXV | 196 |
XXXVI | 209 |
XXXVII | 219 |
XXXVIII | 238 |
XXXIX | 252 |
XLIX | 322 |
L | 325 |
LI | 338 |
LII | 354 |
LIII | 361 |
LVI | 370 |
LVII | 382 |
LVIII | 400 |
LIX | 410 |
LX | 413 |
LXI | 417 |
LXII | 454 |
LXIII | 463 |
LXIV | 486 |
LXVI | 490 |
LXVII | 509 |
LXVIII | 513 |
LXIX | 519 |
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Mathematics from Leningrad to Austin: George G. Lorentz' Selected ..., Volum 1 G. G. Lorentz,Rudolph A. Lorentz Visualització de fragments - 1997 |
Mathematics from Leningrad to Austin: George G. Lorentz’ Selected Works in ... Rudolph A. Lorentz Previsualització no disponible - 2012 |
Frases i termes més freqüents
A-summable A₁ analytic sets applications Approx Approximation Theory arbitrary assume Banach Bernstein Polynomials Beweis Birkhoff interpolation problem Birkhoff matrix Borel bounded sequences C₁ canonical decomposition coalescence of rows columns contains convergent defined denote derivatives E₁ equations equivalent example exists Folge Folgen folgt follows G. D. Birkhoff G. G. LORENTZ gibt Hence Hermite interpolation incidence matrix inequality integers interval K.L. Zeller k₁ Lemma linear lower set m₁ Math Mathematics matrix method maximal monotone multivariate interpolation n₁ normal matrix obtain odd supported sequences orthogonal series pair paper Pólya condition Pólya matrix polynomial positive prove q-regular rearrangement regular matrix Reihe Rolle zeros Rolle's theorem S₁ satisfies the Pólya Satz set of knots shifts singular solvable spline subset sufficient summability functions Tauberian condition transformation Verfahren x₁