-
RecordNumber
2101
-
Author
Frederickson, Greg N.
-
Title of Article
Folding Pseudo-Stars that are Cyclicly Hinged
-
Title Of Journal
Bridges
-
Publication Year
2015
-
Page
1-8
-
Notes
Proceedings of Bridges 2015: Mathematics, Music, Art, Architecture, Culture , براي مشاهده و دانلود مقاله به لينك مدارك مرتبط مراجعه نماييد
-
Abstract
Motivated by a (layered) folding dissection of a 2-high {10/3}-star to a 4-high {5/2}-star, we identify an infinite class of folding dissections for pseudo-stars for which the dissections are cyclicly hinged. In addition to folding dissections of 2-high to 4-high pseudo-stars, the class includes folding dissections of 2-high to (2h)-high pseudo-stars for any whole number h, as well as folding dissections of (2h)-high to (2h′)-high pseudo-stars where h and h′ are whole numbers such that gcd(h, h′) = 1. The total number of pieces in each of these folding dissections is the sum of the number of points in both stars.
-
URL
,/DL/Data Entry/Edit/AddToCompilation.aspx,/DL/Data Entry/NewEdit/Documents/Math_English_Electronic_Articles_EditCompile_454.aspx
-
Link To Document :