- Clil in Action
... symmetrical about the bisecting line of the Cartesian plane y = x. We call natural exponential function the exponential function having equation x y=e ; the base e is called Euler’s number in honor of this mathematician who discovered it. It is an irrational number and a transcendental number becaus ...
... symmetrical about the bisecting line of the Cartesian plane y = x. We call natural exponential function the exponential function having equation x y=e ; the base e is called Euler’s number in honor of this mathematician who discovered it. It is an irrational number and a transcendental number becaus ...
QUASIANALYTICITY AND PLURIPOLARITY 1. Introduction A set K
... The set Γf is always pluripolar when f is a real analytic function. In [DF], Diederich and Fornæss give an example of a C ∞ function f with nonpluripolar graph in C2 . The paper [LMP] contains an example of a holomorphic function f on the unit disk U , continuous up to the boundary, such that the gr ...
... The set Γf is always pluripolar when f is a real analytic function. In [DF], Diederich and Fornæss give an example of a C ∞ function f with nonpluripolar graph in C2 . The paper [LMP] contains an example of a holomorphic function f on the unit disk U , continuous up to the boundary, such that the gr ...
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... the result into 3. This process produces exactly one value of y for each value in the domain, so this equation defines a function. The domain includes all real numbers except those that make the denominator 0. We find these numbers by setting the denominator equal to 0 and solving for x. x+4=0 x = – ...
... the result into 3. This process produces exactly one value of y for each value in the domain, so this equation defines a function. The domain includes all real numbers except those that make the denominator 0. We find these numbers by setting the denominator equal to 0 and solving for x. x+4=0 x = – ...
