QUIZ 1. She hid candles in her shoes so she could study math at night. Sonya Kovalevsky 2. He was a Greek mathematician whose school got burned down. Pythagorus 3. He was a Greek mathematician known for shouting “Eureka!” in his bathtub. Archimedes 4. Her bedroom wall was covered with calculus notes. Sonya Kovalevsky 5. This German mathematician was a smart child who went to college at age 14. Johann Carl Gauss 6. He was an English mathematician who was born on Christmas Day. Isaac Newton 7. He dropped
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CSC 302 Practice Midterm 1 Practice Midterm 1 – Week 6 Computer Science 302 Clark Savage Turner Winter 2013 FORM: ________________ Instructions 1. Read all instructions carefully before you begin your work. This exam is unedited (please give me feedback if anything is obviously problematic‚ even at this practice level.) 2. Be sure your Scantron form has your name‚ your class section and the test form clearly marked on it. Without these identifying features‚ you will receive a 0. There
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out all the whereabouts of the German U-boats and direct American boats that were carrying supplies away from their path. Although‚ the only way this could even be possible is with the help of Alan Turing and his machine called the bombe. Alan’s machine was basically the first ever form of a computer. Alan had such a huge impact that by the time he had cracked the Enigma in 1943 his machine was producing 84‚000 messages each month‚ otherwise considered two messages every minute (Copeland). Turing’s
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Many believe that interactions produce knowledge. This is seen in Cathy Davidson’s “Project Classroom Makeover” and in Steven Johnson’s “The Myth of the Ant Queen.” Davidson discusses the importance of working collaboratively. Johnson explores different systems and the interactions within them. The system is made of many individuals that need to communicate to solve certain problems. Both authors discuss the hierarchies and how it limits individuals from collectively working together. Without a hierarchy
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General Knowledge questions and answers on various inventions and discoveries in the world. These questions are important for various competitive exam point of view. 1) Who invented the telephone ? a. J.L Baird b. Alexander Graham Belt c. Marconi d. James Dewar Show/Hide Answer Answer =B 2) Who propounded the Quantum Theory ? a. Albert Einstein b. James C. Maxwell c. Heisenberg d. Max Planck Show/Hide Answer Answer =D 3) Who is the inventor of railway
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Stubblefield‚ William (2004). Artificial Intelligence: Structures and Strategies for Complex Problem Solving (5th ed.). The Benjamin/Cummings Publishing Company‚ Inc. ISBN 0-8053-4780-1. Neapolitan‚ Richard; Jiang‚ Xia (2012) Poole‚ David; Mackworth‚ Alan; Goebel‚ Randy (1998). Computational Intelligence: A Logical Approach. New York: Oxford University Press. ISBN 0-19-510270-3. Winston‚ Patrick Henry (1984) History of AI[edit] Crevier‚ Daniel (1993)‚ AI: The Tumultuous Search for Artificial Intelligence
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reflecting the receiver’s ability to distinguish one sequence of symbols from any other. The natural unit of information was therefore the decimal digit‚ much later renamed the hartley in his honour as a unit or scale or measure of information. Alan Turing in 1940 used similar ideas as part of the statistical analysis of the breaking of the German second world war Enigma ciphers. The main landmark event that opened the way to the development of communication theory was the publication of an article
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The Concept of Mind. Chicago: The University of Chicago Press‚ 1949. Searle‚ J. (1980)‚ Minds‚ brains‚ and programs. Behavioral and Brain Sciences 3 (3): 417-457 Available from: http://www.scribd.com/doc/6283922/J-Searle-Minds-Brains-and-Programs Turing‚ Alan (October 1950)‚ "Computing Machinery and Intelligence"‚ Mind LIX (236): 433–460 Available from: http://mind.oxfordjournals.org/content/LIX/236/433 Vartanian‚ A. (1960) La Mettrie ’s L ’Homme Machine: A Study in the Origins of an Idea. Princeton:
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Sätze nebst einem Theoreme über dichte Mengen"‚ Videnskapsselskapet Skrifter‚ I. Matematisk-naturvidenskabelig Klasse 6: 1–36. Tarski‚ Alfred (1948)‚ A decision method for elementary algebra and geometry‚ Santa Monica‚ California: RAND Corporation Turing‚ Alan M Zermelo‚ Ernst (1908b)‚ "Untersuchungen über die Grundlagen der Mengenlehre"‚ Mathematische Annalen 65 (2): 261–281‚ doi:10.1007/BF01449999.
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In Turing’s paper‚ “Computing Machinery and Intelligence‚” he presents the Turing test‚ which examines whether a machine can display intelligent behavior equal to the intelligent behavior of a human. Turing also ponders the question‚ “can machines think‚” as he is an advocate of artificial intelligence. Turing states the nine common objections against artificial intelligence and attempts to disprove them. The most convincing objection to artificial intelligence is objection three‚ the mathematical
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