E-Periodica Schweizer Zeitschriften online. Revues suisses en ligne. Swiss journals online.

Band 72 (2017)
Heading Page
Heft 1 _
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Download as PDF Vorwort: Editorial note ; Erratum 1
Download as PDF Artikel: An alternate proof of Gerretsen's inequalities 2
Download as PDF Artikel: Density property of certain sets and their applications 9
Download as PDF Artikel: Alternative investigation into "Surprising sinc sums and integrals" 15
Download as PDF Artikel: The AM-GM inequality from different viewpoints 24
Download as PDF Artikel: From Pappus to Kocik's diagram for relativistic velocity addition 35
Download as PDF Rubrik: Aufgaben 39
Download as PDF Buchbesprechung: Rezensionen 44
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Heft 2 _
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Download as PDF Artikel: Die Gregorianische Kalenderreform, Teil 1 45
Download as PDF Artikel: A note on Sassenfeld matrices 62
Download as PDF Artikel: An effective approach for integer partitions using exactly two distinct sizes of parts 66
Download as PDF Artikel: Triangles with sides in arithmetic progression 75
Download as PDF Artikel: Short note on the proof of Ptolemy's Lemma 80
Download as PDF Rubrik: Aufgaben 83
Download as PDF Buchbesprechung: Rezensionen 87
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Heft 3 _
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Download as PDF Artikel: Die Gregorianische Kalenderreform, Teil 2 89
Download as PDF Artikel: Parametric integrals, the Catalan numbers, and the beta function 103
Download as PDF Artikel: Lattices modulo N with long shortest distances 111
Download as PDF Artikel: Papagenos Wunsch und die Mathematik 122
Download as PDF Artikel: Short note : expressing the remainder of the Taylor polynomial when the function lacks smoothness 126
Download as PDF Rubrik: Aufgaben 131
Download as PDF Buchbesprechung: Rezensionen 135
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Heft 4 _
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Download as PDF Artikel: Johann Bernoulli and the cycloid : a theorem for posterity 137
Download as PDF Artikel: Über ein Theorem von Hans Läuchli 164
Download as PDF Artikel: Short note : on the sums of Fibonacci and Lucas sequences or the art of cancelling 1-x 171
Download as PDF Artikel: Gerretsen and the Finsler-Hadwiger inequality 173
Download as PDF Rubrik: Aufgaben 175
Download as PDF Buchbesprechung: Rezensionen 180
Download as PDF Endseiten _