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This paper presents a new representation algorithm which computes
the representation for elements of a free group generated by two
linear fractional transformations and also the justification of the
algorithm in order to show how it operates correctly and
efficiently according to inputs.
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참고문헌 (5)
참고문헌 신청
D. Grigoriev / 2004 / Homomorphic public key cryptosystems over groups and rings / Complexity of computations and proofs, Quad. Math. 13 : 305 ~ 325
R. C. Lyndon / 1977 / Combinatorial Group Theory / Springer
S. J. Choi / 2006 / Cryptanalysis of a homomorphic public-key cryptosystem over a finite group / 박사 / University of London
S. J. Choi / 2007 / Cryptanalysis of a homomorphic public-key cryptosystem over a finite group / J. Math. Crypt. 1 (4) : 351 ~ 358
최수정 / 2008 / Representation Algorithms in Some Free Groups / 순수 및 응용수학 15 (3) : 229 ~ 243
R. C. Lyndon / 1977 / Combinatorial Group Theory / Springer
S. J. Choi / 2006 / Cryptanalysis of a homomorphic public-key cryptosystem over a finite group / 박사 / University of London
S. J. Choi / 2007 / Cryptanalysis of a homomorphic public-key cryptosystem over a finite group / J. Math. Crypt. 1 (4) : 351 ~ 358
최수정 / 2008 / Representation Algorithms in Some Free Groups / 순수 및 응용수학 15 (3) : 229 ~ 243
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