Editing 816: Applied Math

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[[Donald Knuth]] is a {{w|computer scientist}} who has written several computer science textbooks and he offers {{w|Knuth reward check|monetary rewards}} for anyone finding errors in his publications. The first error found in each book is worth US$2.56 (256=2<sup>8</sup> is a very important number in the IT domain). Other suggestions are worth less than $2.56, but a check is still sent out if Dr. Knuth finds them to be reasonable.
 
[[Donald Knuth]] is a {{w|computer scientist}} who has written several computer science textbooks and he offers {{w|Knuth reward check|monetary rewards}} for anyone finding errors in his publications. The first error found in each book is worth US$2.56 (256=2<sup>8</sup> is a very important number in the IT domain). Other suggestions are worth less than $2.56, but a check is still sent out if Dr. Knuth finds them to be reasonable.
  
[[Megan]] uses a proof to invalidate logic itself. (Of course, this means that her proof paradoxically renders itself meaningless. If logic has been disproven, her proof has no value.) According to the logic symbols [[File:contradiction.png]] at the bottom of the proof, she has proved that "the proposition (statement) is true and the proposition is false," i.e. "something is both true and false." (Specifically, ∴ means "therefore", ''P'' represents that a proposition is true, ∧ stands for "and", and an overbar negates a proposition (so ''<span style="text-decoration: overline">P</span>'' represents that a proposition is false) The negate symbol, ¬, is also used for this purpose when placed in front of a symbol<!--letter? symbol?-->). If someone were to prove this, it would indeed derail the very foundation of logic and result in the {{w|principle of explosion}}, which was referenced in [[704: Principle of Explosion|a previous comic]].
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[[Megan]] uses a proof to invalidate logic itself. According to the logic symbols [[File:contradiction.png]] at the bottom of the proof, she has proved that "the proposition (statement) is true and the proposition is false," i.e. "something is both true and false." (Specifically, ∴ means "therefore", ''P'' represents that a proposition is true, ∧ stands for "and", and an overbar negates a proposition (so ''<span style="text-decoration: overline">P</span>'' represents that a proposition is false) The negate symbol, ¬, is also used for this purpose when placed in front of a symbol<!--letter? symbol?-->). If someone were to prove this, it would indeed derail the very foundation of logic and result in the {{w|principle of explosion}}, which was referenced in [[704: Principle of Explosion|a previous comic]].
  
 
Since most of the content of computer science textbooks is fundamentally based on logic, Megan's proof obviously spells doom for Dr. Knuth's, as each instance of logic can now be considered an error. After Megan's friend confirms the validity of her proof, Megan writes a letter to Dr. Knuth to collect her money for the 1,317,408 errors in {{w|The Art of Computer Programming}} at $2.56 each. According to the amount Megan demands as a reward, she apparently considers this textbook to have an average of more than 400 instances of logic per page (if she has the latest edition of each volume).
 
Since most of the content of computer science textbooks is fundamentally based on logic, Megan's proof obviously spells doom for Dr. Knuth's, as each instance of logic can now be considered an error. After Megan's friend confirms the validity of her proof, Megan writes a letter to Dr. Knuth to collect her money for the 1,317,408 errors in {{w|The Art of Computer Programming}} at $2.56 each. According to the amount Megan demands as a reward, she apparently considers this textbook to have an average of more than 400 instances of logic per page (if she has the latest edition of each volume).

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