Pythagorean theorem SAM. esp am. angl.
Pythagorean [am. angl. pəˌθæɡəˈriən, brit. angl. pʌɪˌθaɡəˈriːən] PRID.
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Natural deduction systems are more suited to practical theorem-proving.
en.wikipedia.org Through the theorem, it is readily demonstrable that a function such as the exponential function must be a transcendental function.
en.wikipedia.org For some time it was thought that certain theorems, like the prime number theorem, could only be proved using higher mathematics.
en.wikipedia.org That is, the theorems were very similar algebraically, even if the geometrical interpretations were distinct.
en.wikipedia.org The obvious corollary from this theorem is that the best among regular estimators are those with the second component identically equal to zero.
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