We prove a value distribution result which has several interesting corollaries. Let k ∈ N, let α ∈ C and let f be a transcendental entire function with order less than 1/2. Then for every nonconstant entire function g, we have that (f ◦ g) −α has infinitely many zeros. This result also holds when k = 1, for every transcendental entire function g. We also prove the following result for normal fa...

A transcendental number is one that is not the root of any non-zero polynomial having integer coefficients. It immediately follows that no rational number q is transcendental, since q can be written as a/b where a and b are integers, and thus q is a root of bx − a. Furthermore, the transcendentals are a proper subset of the irrationals, since for example the irrational √ 2 is a root of x − 2. T...

two meanings regarding the principality of existence (isālat al-wujūd) can be inferred from the works and words of mulla sadra. one meaning is the objectivity of existence and essence on which many issues of transcendental philosophy are based. this meaning has deep philosophical consequences and implications. it seems that this meaning causes certain problems which make its acceptance tricky. ...

1 considered the founder of modern philosophy, was born in Königsberg, East Prussia, (which today is Kaliningrad in Russia) on April 22, 1724. He came from a Protestant family of Pietists. Kant attended the University of Königsberg and became an instructor at the university. For fifteen years he lectured and wrote on various topics in metaphysics, logic, natural sciences: physics, astronomy, ge...