Skills (9)
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28 Questions472 Followers
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0 Questions0 Followers
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8 Questions96 Followers
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10 Questions1789 Followers
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17 Questions1467 Followers
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34 Questions5018 Followers
Research experience
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Nov 2011–
Nov 2011Research: ACM Membership Survey
Western Kentucky University · Department of Mathematics and Computer ScienceUSA · Bowling GreenA survey of ACM members (a group for Computer Science students) revealed almost no consistency among topics of interest, whereas pizza toppings were easily divisible into the groups "cheese," "pepperoni," and "chicken."
Education
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Aug 2010–
May 2014Western Kentucky University
Computer Science · Bachelor'sUSA · Bowling Green
Awards & achievements
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May 2010Award: WKU Spring 2010 Programming Competition First Place
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May 2009Award: WKU Spring 2009 Programming Competition First Place
Other
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LanguagesEnglish, French
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Scientific MembershipsACM (president of the WKU chapter)
Questions and Answers (21) View all
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Answer added in Mathematics34 Can such a function exist?By Bryan Knowles · Western Kentucky UniversityBryan Knowles · Western Kentucky University@patrick: would you consider 1/|x| a thumbtack function? If so, then the function I presented in my last PDF would just such a function (it is loosely... [more]@patrick: would you consider 1/|x| a thumbtack function? If so, then the function I presented in my last PDF would just such a function (it is loosely based on the idea of a Dirac with a slanted, instead of a horizontal, line).Following
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Answer added in Mathematics34 Can such a function exist?By Bryan Knowles · Western Kentucky UniversityBryan Knowles · Western Kentucky University@everybody: regarding the consideration that V must be continuous, proving this seems almost trivial. Regarding the consideration that t must be stric... [more]@everybody: regarding the consideration that V must be continuous, proving this seems almost trivial. Regarding the consideration that t must be strictly greater then j (as opposed to at least as great as), proving this seems to require proving that a function could exist that maps 1D-space to nD-space (1D-space of the weight to the nD-space of all N-tuples accepted by V). @Ville: is this 1D to nD mapping the well-known problem you were referring to?Following