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Stochastic extreme value problems in the bin-occupancy model. I: Minima of waiting times and collision problems. (Stochastische Extremwertprobleme im Fächer-Modell. I: Minima von Wartezeiten und Kollisionsprobleme.) (German)
Stoch. Sch. 35, No. 3, 24-30 (2015).
Classification: K60 K90 M40
1
On why it is easier to find two people with the same birthday then one other person with one’s own. (Warum es einfacher ist, zwei Personen mit gemeinsamem Geburtstag zu finden als eine Person, deren Geburtstag mit dem eigenen zusammenfällt.) (German)
Stoch. Sch. 35, No. 1, 32-33 (2015).
Classification: K50
2
A closer look at the notorions birthday coincidences. (Ein genauerer Blick auf das bekannte Geburtstagsproblem.) (German)
Stoch. Sch. 35, No. 1, 29-32 (2015).
Classification: K50
3
Birthdays and Stirling numbers. (Compleanni e numeri di Stirling.) (Italian)
Archimede 66, No. 3, 149-154 (2014).
Classification: K50 F60
4
Birthday dependence. (English)
Teach. Stat. 36, No. 2, 49 (2014).
Classification: K50
5
On why it is easier to find two people with the same birthday than one other person with one’s own. (English)
Teach. Stat. 36, No. 2, 45-46 (2014).
Classification: K50
6
A closer look at the notorious birthday coincidences. (English)
Teach. Stat. 36, No. 2, 41-44 (2014).
Classification: K50
7
Simulation insights using R. (English)
PRIMUS, Probl. Resour. Issues Math. Undergrad. Stud. 23, No. 3, 208-223 (2013).
Classification: K95 K65
8
From the birthday problem to the number of hairs problem. (Dal problema dei compleanni al problema del numero di capelli.) (Italian)
Archimede 65, No. 4, 205-209 (2013).
Classification: K50
9
Pigeons, Facebook and the birthday problem. (English)
Teach. Stat. 35, No. 1, 26-28 (2013).
Classification: K50 K20
10
Stochastics lives on good examples ‒ birthday problem and coin toss. (Stochastik lebt von guten Beispielen ‒ Geburtstagsproblem und Münzwurf.) (German)
Allmendinger, Henrike (ed.) et al., Mathematik verständlich unterrichten. Perspektiven für Unterricht und Lehrerbildung. Wiesbaden: Springer Spektrum (ISBN 978-3-658-00991-5/pbk; 978-3-658-00992-2/ebook). 115-132 (2013).
Classification: K50 K60
11
An insight into discrete mathematics. (Einblicke in die diskrete Mathematik.) (German)
Mathematikunterricht 58, No. 2, 4-17 (2012).
Classification: N70 K20 K30 F60 P20
12
Empirical approaches to the birthday problem. (English)
Math. Teach. (Reston) 106, No. 2, 132-137 (2012).
Classification: K50 U70
13
Occupancies and birthdays. (Besetzungen und Geburtstage.) (German)
Stoch. Sch. 32, No. 3, 20-27 (2012).
Classification: K50 K20 K60
14
Empirical approaches to the birthday problem. (English)
Ohio J. Sch. Math. 2009, No. 60, 19-23 (2009).
Classification: K50 U70 K90
15
Richard Dawkins and the birthday problem. (English)
Math. Sch. (Leicester) 36, No. 1, 6-7 (2007).
Classification: K50 K60 K90 U70
16
Computer-based modeling, simulation and analysis of random experiments ‒ an empirical approach to stochastics. (Computergestützte Modellierung, Simulation und Analyse von Zufallsexperimenten ‒ ein empirischer Zugang zur Stochastik.) (German)
Meyer, Jörg, Anregungen zum Stochastikunterricht; Bd. 3. Tagungsband. Verlag Franzbecker, Hildesheim (ISBN 978-88120-442-2). 172-180 (2006).
Classification: K93 K53 R23
17
The birthday problem revisited. (English)
Coll. Math. J. 37, No. 2, 125-128 (2006).
Classification: K54
18
A revolving door birthday problem. (English)
UMAP J. 26, No. 4, 413-424 (2005).
Classification: K65 H65
19
In random experiments the outcomes recur more often than suspected. (Bei Zufallsversuchen wiederholen sich die Ergebnisse eher als man vermutet.) (German)
PM Prax. Math. Sch. 47, No. 4, 23-29 (2005).
Classification: K64
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