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X. S. Wang, Asymptotics of the q-Theta Function
asymptotics q-Theta function Jacobi Theta functions asymptotic formula asymptotically equal
2009/6/16
An asymptotic formula is given to the q-Theta function
Qq(x) :=
¥å
k=¡¥
qk2
xk
SUPERPOSITION OPERATORS BETWEEN VARIOUS ALMOST PERIODIC FUNCTION SPACES AND APPLICATIONS
almost periodic function superposition operator evolution equation differential equation asymptotically almost periodic function almost automorphic function
2008/11/28
We study the superposition operators (also called Nemytskii operators) between spaces
of almost periodic functions with values in a complete metric space or in a Banach
space. We establish new resul...
Sequence Inequalities for the Logarithmic Convex (Concave) Function
Alzer’s inequality Kuang’s inequality Logarithmic convex Logarithmic concave
2008/11/25
Let f be a positive strictly increasing logarithmic convex (or logarithmic concave)
function on (0; 1], then, for k being a nonnegative integer and n a natural number,
the sequence 1
n Pn+k
i=k+1 ...