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Figures
The first ten Abel Prizes for mathematics [English summary]
Foreword
From my recollections of Prof. Vojtěch Jarník
From the author preface from 1936
[Front matter]
[Front matter]
[Front matter]
[Front matter]
[Front matter]
[Front matter]
Fünfter Abschnitt: Der Logarithmus und die Exponentialfunction
Fünfter Abschnitt. Zeitrechnung der Griechen
Generation of topological spaces (31-35)
Generation of uniform and proximity spaces (Sections 36-40)
Gymnázium
Hamburk
I. Celá čísla
I. Euclid's Conception of Ratio and Proportion
I. Foundations of the theory
II. “Carnot's Principle” for Limits
II. Dispersion theory
III. Generalized linear differential equations
III. General transformation theory
III. Integrály z funkcí iracionálních
II. Integral equations in the space $BV_n [0, 1]$
II. Integrály z racionálních funkcí
III. Reálná čísla
III. Součty nekonečných řad. Nekonečné součiny
III. The Laws of Tensor, or the Algebra of Proportions
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