PDF-reference and self-contradiction known from the classical liar-paradox

and 3dimensional forms High school enlarges the number domain with irrational numbers and the operations are enlarged with power roots and logs In equations algebraic letter fractions are includ. Insights into literature and life. What is a contradiction?. When two things are said to coexist, but (in fact), they do not line up.. For example, when we say one thing and do another. . Examples of Contradictions. the barber. The Barber Paradox. Once upon a time there was a village, and in this village lived a barber named B. . B shaved . all. the villagers who did . not. shave themselves, . And B shaved . none. This sentence is false.. Today is the 14th July.. A well-known variant of the liar. One . of Crete’s own prophets has said it: “Cretans are always liars, evil brutes, lazy gluttons. .”.  . This saying is true.. LIAR! . LIAR! . LIAR! LIAR! . LIAR! LIAR! LIAR! . LIAR! LIAR! LIAR! LIAR! LIAR! . LIAR! LIAR! LIAR! LIAR! LIAR! LIAR! LIAR! LIAR! . F. ibbernacci. !. Y12/13 Problem-Solving and STEP Activity Days:. ambiguity. contradiction. paradox. irony. overstatement. understatement. Denise Stanley. Ambiguity. A technique by which a writer deliberately suggests two or more different, and sometimes conflicting, meanings in a work.. Jami . Durkee. Valerie . Toothman. Jason . Prindell. What is it?. Russell's paradox (also known as Russell's antinomy) was discovered by Bertrand . Russel. . in 1901. It showed that the naïve set theory created by Georg Cantor (which states any definable collection is a set) leads to a contradiction.. A situation or statement that seems to be impossible or contradictory but is nevertheless true, literally or figuratively.. 1. Paradox. Paradox - definition. A seemingly contradictory statement that may nonetheless be true: . Phylogenetics. Ziheng. Yang , Mol. Biol. . Evol. . 2007. Presented by Caroline . Uhler. and Anna-. Sapfo. . Malaspinas. Outline. What is the star-tree paradox?. Simulations. Explanation: the fair-coin paradox.. Paradoxes Continued. Recap. The Barber Paradox. Once upon a time there was a village, and in this village lived a barber named B. . B shaved . all. the villagers who did . not. shave themselves, . And . Discussion Questions . What’s the difference between Michael and {Michael}?. What would happen if we said Michael = {Michael}?. Barber Paradox. The Barber Paradox. Once . upon a time there was a village, and in this village lived a barber named B. . the barber. The Barber Paradox. Once . upon a time there was a village, and in this village lived a barber named B. . The Barber Paradox. B . shaved . all. the villagers who did . not. shave themselves, . In . classical logic. , a . contradiction. consists of a logical incompatibility between two or more . propositions. . It occurs when the propositions, taken together, yield two . conclusions. which form the logical, usually opposite inversions of each other. Illustrating a general tendency in applied logic, . The Liar. 2 + 2 = 17. The Liar. 2 + 2 = 17. The first sentence on this slide is false.. The Liar. The first sentence on this slide is false.. Let’s abbreviate the sentence on the last slide as ‘L’ for “liar”. . An . OXYMORON. . is a . combination of . contradictory. words. that are . stuck together. in a . way that actually . seems to . make sense.. open secret. act naturally. found missing. deafening silence.