Mar 28, 1999 · Mosaics are orbits of partitions arising from music theoretical investigations. Various theorems from the field of 'enumeration under finite ...
Jun 8, 1998 · Mosaics are orbits of partitions arising from music theoretical investigations. Various theorems from the field of “enumeration under finite ...
By applying the power group enumeration theorem ([S]) an explicit formula for the number of all orbits of tropes under a group action was determined in [4]. 3.
Feb 9, 2002 · In [8] it was stated that the enumeration of mosaics is an open research problem commu- nicated by Robert Morris from the Eastman School of ...
In [8] it was stated that the enumeration of mosaics is an open research problem communicated by Robert Morris from the Eastman School of Music. More ...
Abstract: Mosaics are orbits of partitions arising from music theoretical investigations. Various theorems from the field of "enumeration under finite group ...
Mosaics are orbits of partitions arising from music theoretical investigations. Various theorems from the field of 'enumeration under finite group actions' ...
Mar 15, 2017 · Lomonaco and Kauffman introduced the knot mosaic system to give a definition of the quantum knot system that is intended to represent an actual ...
Enumeration on graph mosaics | Journal of Knot Theory and Its ...
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Recently the authors developed an algorithm producing the exact enumeration of knot mosaics, which uses a recursion formula of state matrices. As a sequel to ...
The purpose of the paper is to discuss the construction and enumeration of combinatorial structures on G-invariant partitions.