'Positive integer m' diaporamas de présentation

15-853:Algorithms in the Real World

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Invented by L.Valiant in 1984

Invented by L.Valiant in 1984. L.G.Valiant A theory of the learnable , Communications of the ACM, 1984, vol 27, 11, pp. 1134-1142. Basic notions. X - instance space (in general, an arbitrary set) c ? X - concept (each subset of X is a concept)

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4.1 The Product Rule and Power Rules for Exponents

4.1 The Product Rule and Power Rules for Exponents. Objective 1. Use exponents. Slide 4.1-3. Use exponents.

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Application: Algorithms

Application: Algorithms. Lecture 20 Section 3.8 Wed, Feb 21, 2007. Greatest Common Divisors. Let a and b be integers that are not both 0. The greatest common divisor of a and b , denoted gcd( a , b ), is the unique positive integer d with the following properties:

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Steganography

Steganography. Agenda. What is Steganography?. Historical Techniques. RSA Encryption. The LSB Method. The Algorithm Explained. Applications. Advantages & Disadvantages. Credits. What is Steganography ?.

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Encryption / Decryption VHDL Core Final Presentation Part A

Technion - Israel institute of technology department of Electrical Engineering . ??????? - ???? ???????? ?????? ??????? ?????? ????. Encryption / Decryption VHDL Core Final Presentation Part A. Instructor : Mony Orbach Semester : Winter-Spring 2013

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296.3:Algorithms in the Real World

296.3:Algorithms in the Real World. Finite Fields review. Finite Fields Outline. Groups Definitions, Examples, Properties Multiplicative group modulo n Fields Definition, Examples Polynomials Galois Fields Why review finite fields?. Groups.

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Schur Factorization

Schur Factorization. Heath Gemar 11-10-12 Advisor: Dr. Rebaza. Overview. Definitions Theorems Proofs Examples Physical Applications. Definition 1. We say that a subspace S or R n is invariant under A nxn , or A-invariant if: x ? S ? Ax ? S,

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8.2 Relative Rates of Growth

8.2 Relative Rates of Growth. Greg Kelly, Hanford High School, Richland, Washington. At 64 inches, the y-value would be at the edge of the known universe! (13 billion light-years). The function grows very fast. We could graph it on the chalkboard: .

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8.3 Relative Rates of Growth

8.3 Relative Rates of Growth. Greg Kelly, Hanford High School, Richland, Washington. At 64 inches, the y-value would be at the edge of the known universe! (13 billion light-years). The function grows very fast. We could graph it on the chalkboard: .

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Chapter 2

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