Sweet Reason: A Field Guide to Modern LogicJohn Wiley & Sons, 7. 10. 2011. - 400 страница Sweet Reason: A Field Guide to Modern Logic, 2nd Edition offers an innovative, friendly, and effective introduction to logic. It integrates formal first order, modal, and non-classical logic with natural language reasoning, analytical writing, critical thinking, set theory, and the philosophy of logic and mathematics.
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... Negation is an elementary logical operation, perhaps the most important. Despite that, we will see that understanding negation is not as straightfonrvard as it might appear. One statement is the negation of another statement if it's ...
... Negation is an elementary logical operation, perhaps the most important. Despite that, we will see that understanding negation is not as straightfonrvard as it might appear. One statement is the negation of another statement if it's ...
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... negation, then, is the following: Some student does not have weird ideas. or There is a student who has no weird ideas. lnformally, "negation" is often confused with "opposite." For instance, the opposite of "Every student has weird ...
... negation, then, is the following: Some student does not have weird ideas. or There is a student who has no weird ideas. lnformally, "negation" is often confused with "opposite." For instance, the opposite of "Every student has weird ...
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... negation symbol, -', is especially simple. Any statement beginning with - is a negation. lfA is a true statement, then -A is false; ifA is false, then -'A is true. We can summarize the story of negation in a table as follows: The table ...
... negation symbol, -', is especially simple. Any statement beginning with - is a negation. lfA is a true statement, then -A is false; ifA is false, then -'A is true. We can summarize the story of negation in a table as follows: The table ...
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... negation as we discussed in Section 2.4. A statement and its negation always have opposite truth values. We can give similar tables, truth tables, for the other connectives A, v, :>, and <:>. The table for /\ is easy. This is the ...
... negation as we discussed in Section 2.4. A statement and its negation always have opposite truth values. We can give similar tables, truth tables, for the other connectives A, v, :>, and <:>. The table for /\ is easy. This is the ...
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Chapter Four | |
Chapter Five | |
Chapter | |
Chapter Seven | |
Chapter Eight | |
Chapter Nine | |
Chapter | |
Chapter Eleven | |
Chapter Twelve | |
What is Logic? | |
Index | |
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Sweet Reason: A Field Guide to Modern Logic James M. Henle,Jay L. Garfield,Thomas Tymoczko Ограничен приказ - 2011 |
Sweet Reason: A Field Guide to Modern Logic James M. Henle,Jay L. Garfield,Thomas Tymoczko Приказ није доступан - 2011 |
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1-place predicate AOut argue argument form argument is valid arrow assumption attack Basic Sentential bison Buffalo buffalo buffalo Cathy Chapter citizens into criminals clause conclusion false conjunction death penalty deduction democracy diagram disjunction ElxPx English Euathlus Example Exercises exists fobular formal guess Here's Here’s Hillary Clinton HxPx infinite number invalid John McCain logician look main connective major in logic means modal modal logic negation Odd-numbered solutions begin organized crime P A Q paraconsistent logic paradox Polish possible worlds predicate language predicate letter premises are true premises true problem prove Q premise quantifier quantitative skills requirement raise taxes Raising cigarette taxes reason rebut recursive rule Sarah Palin smuggling sneers statement strategy tautology taxes on cigarettes tobacco true and false truth table truth value unfashionable variable Venn diagrams vote VOut Vx(Px VxPx write