Denison University Floa.ng Point    CS-281: Introduc.on to Computer Systems

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Date: 2015-12-02 11:24:11 Computer arithmetic Computing Mathematics Double-precision floating-point format Q Exponentiation Denormal number NaN IEEE 754-1985 Single-precision floating-point format		Denison University Floa.ng Point    CS-281: Introduc.on to Computer Systems Add to Reading List Source URL: personal.denison.edu Download Document from Source Website File Size: 261,29 KB Share Document on Facebook

	Stealing Keys from PCs by Radio: Cheap Electromagnetic Attacks on Windowed Exponentiation (extended version) Daniel Genkin Lev Pachmanov DocID: 1xW2E - View Document
	Appears in P. J. Lee, C. H. Lim (Eds.): Information Security and Cryptology – ICISC 2002, Springer-Verlag LNCS 2587, pp. 298–312, ISBN, 2003. Improved Techniques for Fast Exponentiation Bodo M¨oller Te DocID: 1vkME - View Document
	Cryptology ePrint Archive, Report, http://eprint.iacr.org/ Faster Multi-Exponentiation through Caching: Accelerating (EC)DSA Signature Verification Bodo M¨oller and Andy Rupp DocID: 1vkLm - View Document
	Stealing Keys from PCs by Radio: Cheap Electromagnetic Attacks on Windowed Exponentiation (extended version) Daniel Genkin Lev Pachmanov DocID: 1tEtV - View Document
	EXPONENTIATION WITH ARBITRARY BASES, EXPONENTS MATH 152, SECTION 55 (VIPUL NAIK) Corresponding material in the book: Section 7.5. What students should definitely get: The definition of ab , where a > 0 and b is real. The DocID: 1sa3i - View Document