# Search results for: Andreas M. Hinz

Discussiones Mathematicae Graph Theory > 2017 > 38 > 1 > 63-74

Electronic Notes in Discrete Mathematics > 2017 > 63 > C > 23-31

Discrete Applied Mathematics > 2017 > 217 > P3 > 565-600

Electronic Notes in Discrete Mathematics > 2016 > 53 > C > 445-458

Discrete Applied Mathematics > 2014 > 177 > Complete > 111-120

Central European Journal of Mathematics > 2013 > 11 > 6 > 1153-1157

*H*

_{ p }

^{ n }model the Tower of Hanoi game with

*p*pegs and

*n*discs. Sierpinski graphs

*S*

_{ p }

^{ n }arose in investigations of universal topological spaces and have meanwhile been studied extensively. It is proved that

*S*

_{ p }

^{ n }embeds as a spanning subgraph into

*H*

_{ p }

^{ n }if and only if

*p*is odd or, trivially, if

*n*= 1.

Discrete Mathematics > 2012 > 312 > 9 > 1521-1535

Graphs and Combinatorics > 2012 > 28 > 5 > 671-686

*n*rings and the graphs $${S_3^{n}}$$ isomorphic to the Hanoi graphs $${H_3^{n}}$$ representing the Tower of Hanoi puzzle...

Information Sciences > 2009 > 179 > 17 > 2934-2947

European Journal of Combinatorics > 2005 > 26 > 5 > 693-708

Expositiones Mathematicae > 2002 > 20 > 3 > 263-268