Balanced Scorecard Report the strategy execution source november – december 2011 : vol 13 no 6 Sustainability Strategy Transforms the Enterprise By David Lubin‚ Chairman‚ Esty Sustainability Network‚ and Director‚ Palladium Group; Amy Longsworth‚ Partner‚ Esty Environmental Partners; and Randall Russell‚ Director of Research‚ Palladium Group Capitalism is a dynamic system for creating economic value. It continues to evolve as the world changes. What once were considered externalities in the
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Zero Knowledge Authentication Scheme based on Discrete Log Vineeth Pillai Department of Computer Science‚ Illinois Institute of Technology‚ Chicago‚ USA vipillai@hawk.iit.edu‚ CWID: A20260824 April 26‚ 2012 Abstract: This paper details a variant of the parallel version of zero knowledge proof of identity which tries to optimize the space usage and number of iteration by not sacrificing the soundness factor. This protocol could a suitable candidate for smart card based authentication schemes
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Rain From inside the house‚ the wind outside could be heard howling. The strong gust of wind shook the trees as the leaves rustle against each other. The sight and sound of raindrops hitting the window panes brought back fond memories as I sat by the window watching the dark mysterious sky open up. Ever since we were young‚ my mother had always warned me and my siblings not to play in the rain and about the ground swallowing children playing in the rain. Young and cheeky as we were
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EXERCISES (Discrete Probability Distribution) EXERCISES (Discrete Probability Distribution) P X x n C x p 1 p x BINOMIAL DISTRIBUTION n x P X x n C x p 1 p x BINOMIAL DISTRIBUTION n x 1. 2. 3. The probability that a certain kind of component will survive a given shock test is ¾. Find the probability that exactly 2 of the next 4 components tested survive. The probability that a log-on to the network is successful is 0.87. Ten users
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INTRODUCTION: The basis of behavior modification lies within learning theory (Lovaas & Bechner). Behavior modification is defined as the use of rewards or punishments to reduce or eliminate problematic behavior‚ or to teach an individual new responses to environmental stimuli. The goal of a behavior modification program is to change and adjust behavior that is inappropriate or considerable. There are many characteristics to behavior modification. The most important is “its strong emphasis
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OF SCIENCE UNIVERSITI TEKNOLOGI MALAYSIA SSCE 1793 DIFFERENTIAL EQUATIONS 1. TUTORIAL 3 Use the definition of Laplace transform to determine F (s) for the following functions. a. f (t) = 5e5t . c. f (t) = sinh 4t. e. f (t) = g. f (t) = t‚ 5‚ 0 4. t e ‚ 0 < t < 2 h. f (t) = 0‚ 2 < t < 4 5‚ t > 4. f. f (t) = sin 2t‚ 0 < t < π 0‚ t > π. 2. Use the Laplace transform table to find F (s) for the given function. a. f (t) = 2 sin t + 3 cos 2t. c. f (t) = 2t2 − 3t + 4. e. f (t) = e−2t sin 5t
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(ibid). The paper considers the second theme above‚ as in public policy implementation as a “discrete phenomenon” versus “integration into policy process” which is purely the archetype of the polarized concept of implementation process: top-down versus bottom-up (Hall 2009; Dorey 2005; Barret 2004). After defining terminologies where public policy implementation is the main variable to be defined‚ “discrete activity”/top-down and “integrated”/bottom-up approach archetypes‚ will be discussed followed
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Honors Discrete Voting Theory Project Part 2 You will be presenting your project on October 17. Conduct your own preference ballot. A. B. C. D. E. F. G. H. I. J. K. L. Determine the winner of the election using the Plurality Method. Determine the winner of the election using the Borda Count Method. Determine the winner of the election using the Pairwise Comparison Method. Determine the winner of the election using the Plurality with Elimination Method. Determine the rankings of the election using
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Quiz 6 1. Determine whether f is a function from R to N if f (x) = x No‚ negative integers are possible. 2. Determine whether g is a function from R to N if g(x) = x Yes. 3. Give the value of g(−2.2) −2.2 2 2 = −22 = 4 The next two should have been g(x) instead of f (x). 4. Is g(x) one-to-one? No. g(2.2) = g(2.4) 5. Is g(x) onto? Yes. 1 Homework 6 2. Determine whether each of these function is O(x2 ). To do this type of problem‚ try to alter each function so that it is either in the
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THE MODELLING AND SIMULATION OF COMBINED DISCRETE/CONTINUOUS PROCESSES by Paul Inigo Barton‚ M.Eng‚ A.C.G.I. May 1992 A thesis submitted for the degree of Doctor of Philosophy of the University of London and for the Diploma of Membership of the Imperial College Department of Chemical Engineering Imperial College of Science‚ Technology and Medicine London SW7 2BY To Amy 2 Abstract Currently available dynamic simulation packages are mainly suitable for the continuous simulation
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