Work of Karel Rychlík

Work of Karel Rychlík

Algebra and Number Theory

[R2], [R3], [R4], [R7], [R11], [R12], [R14], [R15], [R16], [R17],[R22],[R23], [R24], [R26], [R31], [R32], [R33], [R37], [R38], [R39], [R42]

Mathematical Analysis

[R1], [R10], [R13], [R17], [R19], [R21], [R29], [R30], [R40], [R41]

Karel Rychlík and Bernard Bolzano

[R19], [R28], [R34], [R35], [R50], [R64], [R65], [R66], [R67], [R71], [R83], [R84], [R85]

Other Works on the History of Mathematics

[R20], [R25], [R27], [R44], [R51],[R52], [R53], [R54], [R55], [R56], [R57], [R58], [R59], [R60], [R61], [R62], [R68], [R72] [R73], [R74], [R75], [R76], [R77], [R78], [R79], [R80], [R81], [R85], [R86], [R87]

Textbooks, Popularizing Papers, Translations

[R5], [R6], [R8], [R9], [R18], [R36], [R43], [R45], [R46], [R47], [R48], [R49], [R63], [R69], [R70], [R82]

 

Algebra and Number Theory


PRINCIPAL PAPERS
  
g-adic Numbers   ................................  [R11], [R12], [R17]
Valuation Theory   ................................  [R14], [R22]
Theory of Algebraic Numbers, Fields, Groups and Ideals
  ................................ 
[R15], [R16], [R23],
[R24], [R26], [R31],
[R32], [R33], [R38], [R39]

Some Abstracts
  
OTHER WORKS
  
Equations   ................................  [R2]
Theory of Algebraic Forms   ................................  [R4], [R7]
Group Theory   ................................  [R3]
Determinant Theory   ................................  [R37], [R42]
  



Mathematical Analysis


SEQUENCES AND SERIES
  
Interpolation Theory   ................................  [R1]
Theory of Power Series in More Variables   ................................  [R10]
De la Vallée--Poussin's Additive Method   ................................  [R13]
Cantor Series   ................................  [R29], [R30]
Böhmer's Non-regular Sequences   ................................  [R40], [R41]
  
CONTINUOUS NOWHERE DIFFERENTIABLE FUNCTIONS
  
In the Field of g-adic Numbers   ................................  [R40], [R41]
Bolzano's Function   ................................  [R19]
  



Karel Rychlík and Bernard Bolzano


EDITING THE MANUSCRIPTS

[R34], [R35]


PAPERS

[R19], [R28], [R50], [R64], [R65], [R66], [R67], [R71], [R83], [R84], [R85]


Karel Rychlík and Bernard Bolzano


 
 

Other Works on History

of Mathematics


  
PERSONALITIES
Niels Henrik Abel   ................................  [R87]
Nicolas Bourbaki   ................................  [R77]
Volodimir Fomič Bržečka   ................................  [R86]
Augustin-Louis Cauchy   ................................  [R57], [R58], [R59]
[R60], [R68], [R85]
Évariste Galois   ................................  [R62]
Filip Korálek   ................................  [R79]
Jakub Filip Kulik   ................................  [R44]
Matyáš Lerch   ................................  [R27], [R72]
Emmy Noether   ................................  [R61], [R73]
František Rádl   ................................  [R53], [R54], [R55], [R56]
Bohumír Tichánek   ................................  [R25], [R74], [R78]
Ehrenfried Walter Tschirnhaus   ................................  [R76]
František Velísek   ................................  [R20]
  
OTHER WORKS
  
Autobiography -- Mathematical Study   ................................  [R51],[R52]
Origin of Arabic Numerals   ................................  [R75]
The Problem on Which the Royal Bohemian Society    
    of Sciences Put a Premium in 1834   ................................  [R80], [R81]
  



Textbooks, Popularizing Papers,

Translations


TEXTBOOKS
  
Elementary Theory of Numbers   ................................  [R36], [R45]
Probability Theory   ................................  [R43]
Analytical Theory of Polynomials with Real Coeff.   ................................  [R63]
  
POPULARISING PAPERS
  
Fermat Last Theorem   ................................  [R5], [R6]
Geometric Representation of Continued Fractions   ................................  [R8]
Construction of Regular 17--gon   ................................  [R9]
Quadratic Number Fields   ................................  [R18]
Diophantine Equation   ................................  [R69]
"1958--19.58=8591--85.91"   ................................  [R70]
On Phytagoras Theorem   ................................  [R82]
  
TRANSLATIONS
  
Probability Theory, V. I. Glivenko   ................................  [R46]
Continued Fractions, A. J. Chinčin   ................................  [R47]
Algebraic Equations, A. G. Kuroš   ................................  [R48]
Equations of the Mathematical Physics,
    Tichonov - Samarskij 		  ................................  [R49]