COMP108 Algorithmic Foundations Algorithm efficiency + Searching/Sorting. Prudence Wong http://www.csc.liv.ac.uk/~pwong/teaching/comp108. Learning outcomes. Able to carry out simple asymptotic analysis of algorithms See some examples of polynomial time and exponential time algorithms
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Elementary Counting Technique s & Combinatorics. Jim Skon. Consider:. How many license plates are possible with 3 letters followed by 3 digits? How many license plates are possible with 3 letters followed by 3 digits if no letter repeated?
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Chp.5 Optimum Consumption and Portfolio Rules in a Continuous Time Model. Hai Lin Department of Finance, Xiamen University. 1. Introduction.
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A Complete Model of Warrant pricing that Maximizes Utility. Chen Rong. The stock price motion. The stock price motion. A common stock without dividends; Current price: X t The price of the stock n periods later: X t+n, a finite-variance multiplicative probability distribution
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Strong Mathematical Induction. Lecture 23 Section 4.4 Tue, Feb 27, 2007. Announcements. Thursday at 4:00 (cookies at 3:30). The Principle of Strong Mathematical Induction. Let P ( n ) be a predicate defined for integers n . Let a be an integer. If the following two statements are true
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Developmental Screening Tools. Michelle M. Macias, MD D-PIP Training Workshop June 16, 2006. I have no relevant financial relationships with the manufacturer(s) of any commercial product(s) and/or provider of commercial services discussed in this CME activity. Learning Objectives.
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This presentation was originally given at a meeting of the Midwest Goat Producers Association in Flora, Illinois, on April 20, 2007. Goat Management Basics. MIDWEST GOAT PRODUCERS April 20, 2007 Flora, Illinois SUSAN SCHOENIAN Sheep & Goat Specialist W. Maryland Research & Education Center
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Hidden Symmetries and Their Consequences in the Hubbard Model of t 2g Electrons* . A. B. HARRIS. Department of Physics and Astronomy. In collaboration with Dr. T. Yildirim, (NIST, Gaithersburg, MD) Profs. A. Aharony, Ora Entin and I. Kornblit (Tel Aviv University, Israel).
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Mathematical Problems & Inquiry in Mathematics. AME Tenth Anniversary Meeting May 29 2004 A/P Peter Pang Department of Mathematics and University Scholars Programme, NUS. Four Important Concepts. Specificity Generality Specialization Generalization. D. F. 3. 7.
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The Binomial Theorem. Lecture 34 Section 6.7 Wed, Mar 28, 2007. The Binomial Theorem. Theorem: Given any numbers a and b and any nonnegative integer n , . The Binomial Theorem. Proof: Use induction on n . Base case: Let n = 0. Then ( a + b ) 0 = 1 and
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Lecture 6 Hashing Motivating Example Want to store a list whose elements are integers between 1 and 5 Will define an array of size 5, and if the list has element j, then j is stored in A[j-1], otherwise A[j-1] contains 0. Complexity of find operation is O(1) Hash table
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NWCF Activity Auditability. Panel Participants : Daimon Diggs, Comptroller, Naval Facilities Engineering Command, Mid-Atlantic Region Phillip Graham, NWCF FIP Lead, DoN Office of Financial Operations John Ratcliffe, FIP Lead, Military Sealift Command
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Law of Sines. CONTENTS: Click the underlined word to go directly to the slide or press the spacebar to advance the presentation. Proof using inscribed angles. Example 1: AAS Case Example 2: ASA Case Example 3: SSA Case (one solution) Example 4 : SSA Case (no solution)
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Endo vs. Exo Skeleton. Support Body Weight. Contains Living Cells. Make Blood Cells. Outside Covering. Muscles Attach for Movement. Hard. Provide Framework. Shed For Growth. Water-proof. Protect Vital Organs. Protects Body From Drying out and Injury. Muscles Attach for Movement.
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