... group based cryptographic primitives . Design . Code . Cryptogr . , 33 ( 3 ) : 215-226 , 2004 . [ 277 ] Nitin Vats . NNRU , a noncommutative analogue of NTRU . CORR , abs / 0902.1891 , 2009 . [ 278 ] Evgeny Verbitskiy , Pim Tuyls , Dee ...

... problem for free solvable groups. Algebra Logic, 34:112–124, 1995. → [483] A. Ushakov. Fundamental Search Problems in Group Theory. ProQuest LLC, Ann Arbor, MI, 2005. Thesis (PhD) – City University of New ... Conjugate adjoining problem ...

... problem vs. hidden subgroup problem. In: The Third International Workshop on Post-Quantum Cryptography, Recent Results Session (2010) 5. Wang, L., Wang, L., Cao, Z., Yang, Y., Niu, X.: Conjugate adjoining problem in braid groups and new ...

Tutorial on the braid groups / Dale Rolfsen -- Simplicial objects and homotopy groups / Jie Wu -- Introduction to configuration spaces and their applications / Frederick R. Cohen -- Configuration spaces, braids, and robotics / Robert Ghrist ...

... based recommendation ability enhanced IEICE TRANSACTIONS on reputation ... New Generation Network 2010/03/01 On - Demand End - to - End Optical Network ... Conjugate adjoining problem in braid groups and new design of braid ...

This text provides an account of those approaches, involving varied objects & domains as combinatorial group theory, self-distributive algebra & finite combinatorics.

This book should be of interest to anyone studying geometry, topology, algebraic geometry or infinite groups. It is meant to provide inspiration for everyone from graduate students to senior researchers.

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This book expands on the author's CBMS lectures on knots and topological quantum computing and is intended as a primer for mathematically inclined graduate students.

Knots are familiar objects. Yet the mathematical theory of knots quickly leads to deep results in topology and geometry. This work offers an introduction to this theory, starting with our understanding of knots.