Some Mathematical Problems Related to the Rubik’s Snake | Citedby Results | J. Mechanisms Robotics | ASME Digital Collection

Skip to Main Content

Skip Nav Destination

Some Mathematical Problems Related to the Rubik’s Snake

J. Mechanisms Robotics. Feb 2021, 13(1): 014502 (6 pages)

This article has been cited by the following articles in journals that are participating in CrossRef Cited-by Linking.

Self-Assembly, Self-Folding, and Origami: Comparative Design Principles

John R. Jungck
Stephen Brittain
Donald Plante
James Flynn

Biomimetics. January 2022, 8(1)

Shortest paths of Rubik’s Snake prime knots up to 5 crossings

Songming Hou
Jianning Su

International Robotics & Automation Journal. January 2022, 8(2)

Designing paths for box shapes using a Rubik’s Snake

Songming Hou

International Robotics & Automation Journal. January 2022, 8(2)

Shortest paths of Rubik’s snake prime knots with up to 6 crossings and application to roller coaster design

Songming Hou
Jianning Su
Ramon Mufutau

International Robotics & Automation Journal. January 2022, 9(1)

Palindromic, periodic and Möbius Rubik’s snakes

Songming Hou
Jianning Su
Yu Chen

International Robotics & Automation Journal. January 2021, 7(3)