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The Fermat Point
Sometimes shortest distance problems involve more than two points. One such problem was posed by Pierre Fermat(1601-1665) and first solved by a student of Galileo, Evangelista Torricelli(1608-1647).
<Definition> Fermat Point is the point in an acute triangle ABC which wo
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Fermat\'s Last Theorem\" ----------- 443-451
Richard Taylor, Andrew Wiles, \"Ring-theoretic properties of certain Hecke algebras\" --------------------------------------------------------------- 453-472
단 2편 뿐이다. 앞의 논문은 와일즈의 FLT증명이고, 나중 것은 처음의 논문에서 발견되었
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Fermat Quotients and the Polynomial time discrete log algorithm
5. J.H. Silverman, The arithmetic of elliptic curves, Springer-Verlag, 1986.
6. www.certicom.com/about/pr/02=021106eccwinner.html
7. www.certicom.com/pdfs/whitepapers/ecdsa.pdf 제1절 서론
1.1 암호시스템
1.2 공개키 암호 시스템
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Fermat’s little theorem)
9.1.6 오일러의 정리.(Euler’s theorem)
9.1.7 소수의 생성(Mersenne & Fermat Number).
9.2 소수판정.
9.2.1 Deterministic Algorithm.
- 나눔 알고리즘.
- A K S 알고리즘.
9.2.2 Probalbilistic Algorithm.
- 페르마 검증.
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Fermat`s Principle
1) optical path length (OPD):
2) Fermat`s Principle:
3) Explanation of reflection and refraction by Fermat`s Principle
5. The Electromagnetic Approach
1) Waves at an interface (for monochromatic plane waves)
2) Derivation of the Fresnel Equations
3) Interpretation of the
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