law of excluded middle वाक्य

In classical two-valued logic both the law of excluded middle and the law of non-contradiction hold.
The law of excluded middle is the thesis that for all propositions p, p ( " �p is true.
Basically this is the law of excluded middle, and people argue because of this god can't exist.
In the above argument, the assertion " this number is either rational or irrational " invokes the law of excluded middle.
Examples include not only the law of excluded middle, but also Peirce's law, and even double negation elimination.

It is sometimes and rather simplistically characterized by saying that its adherents refuse to use the law of excluded middle in mathematical reasoning.
:: Reductio ad absurdum depends on the law of excluded middle-put simply, each statement is either true or false.
It is also related to the Law of noncontradiction and the Law of excluded middle, two of the three traditional laws of thought.
Brouwer the intuitionist in particular opposed the use of the Law of Excluded Middle over infinite sets ( as Hilbert had used it ).
Indeed, David Hilbert and Luitzen E . J . Brouwer both give examples of the law of excluded middle extended to the infinite.