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Prize twice! : O)

blogghine Hello friends, life this week has kept me away from my tiny space, so many revolutions, so many races and issues that never fail, even though there are new here ... but there are concerns as always you the best of a bad game, there's always a glass half-full can watch somewhere, right? When my little one was greater and was afraid of a lot of things I always said that even if you see so many dark clouds, it can still be sure that behind them the sun shines strong and there's that have the patience to wait until the wind comes and sweeps away ..... ergo, we have faith! : O)))

And in these days when I got to sit down here at my window this big virtual world, two friends and I thought they sent me two rays of sunshine given this award:

and so I thank both Barbara that Niky for thinking of me on this occasion, you're cute and sweet girls and I thank you for your words: o). So now the task falls to me to give the award, I would have lots of blogs to report on these three but I will stop and I'll explain why:

- to Maria because we sisters and there is nothing else to add: o)
- to Lò because in the last year I had the pleasure to meet you and I liked what I understand her.
- to Manu because even if we do not talk often, we know that: o)

girls Now it's up to you:
- write a post and insert the link of the person who has passed the prize;
- appoint additional 3 / 5 blog in accordance with a very personal choice;
- to alert the concerned of the future assignment.

think what I'm going to baste for dinner and before you say goodbye I say to that previous post of really curious to know what will derive by those angels blue angels a break because you have to wait at this time took over the wonderful: o)

A hug and good Sunday to all

Christian ps: I almost forgot ..... wish Dad! !!!!!!!!!

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Definition of conditions necessary and sufficient theorem

A theorem in general is interpreted as a rule laid down by some mad scientist. But the theorems are in logic.


Defining theorem:
A theorem is a phrase consisting of two propositions or utterances linked together by logical connectives of implication or coimplicazione material. A theorem is a molecular proposition.

says: "Only birds fly," as if we had said, "To fly, birds must be" or that "If an animal flies, it's a bird." Therefore "a bird" is necessary in order to fly, while able to fly enough to be a bird. From this we deduce also that 'all birds fly, "and this is not true. So the reasoning behind, speaking of logic is correct but it is false because there are birds that can not fly (ostrich, goose, duck, penguin, chicken, ...).

A theorem can be expressed by material implication or coimplicazione. The premise is said hypothesis, while the result thesis.

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Given two statements Zex, z ↔ x according to the logic means that z is necessary and sufficient condition for x, and vice versa.

coimplicazione The material implication is the same as the reverse implication. To say that coimplica z x, z implies is like saying that x and x implies z.


Examples:
g "Mother Mary"
p: "Mary has at least a son
g ↔ p:" Mary is mother if and only if it has at least one son
To be a mother, just to have a child, but it is also necessary to have it otherwise you are not mom. And vice versa.

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necessary condition

Given two propositions to and with b implies that b (a → b). We can say that the result is b necessary condition for premise a.


Examples:
r: "John lives in Torino"
w "Gianni fans of Juventus'
q = r → w:" If John lives in Turin, then fans Juventus'
Obviously not all people who live in Turin Juventus cheering, then q is false only if John lives in Turin and Juventus fans, in other cases it is true. In logic, r → w implies that w is a necessary condition for r, but in reality has no meaning, because to live in Turin, Juve do not have to cheer.

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