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Exact(30)
Definition C. Let be an integrable function, for One defines a linear functional as (2.22).
Definition B. Let be an integrable function; for one defines a linear functional as (2.1).
Let f be an integrable function on the unit disk.
Let f be an integrable function of the d-dimensional torus and let Cm be the Fourier coefficients of f(m=(m1,…, md)∈Zd).
In this paper, we consider a Van der Pol Duffing oscillator that is excited parametrically by a small intensity real noise, which is assumed to be an integrable function of an n-dimensional Ornstein Uhlenbeck vector process that is an output of a linear filter system.
Let f be an integrable function of period 2π.
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In particular, it turns out that the divergence of the electron and hole currents is an integrable function.
where is a given function and is an integrable function.
where g : [ 0, 1 ] → R is an integrable function.
Suppose that (w:[a,b]tomathbb{R}) is an integrable function on ([a,b]) symmetric to (frac{a+b}{2}).
If is an integrable function on, then can approximate the continuous Fourier series [12] as follows: (5).
More suggestions(15)
be an important function
be an analytic function
be an entire function
be an odd function
be an unbounded function
be an integrable potential
be an unknown function
be an explicit function
be an -integrable function
be an -Carathéodory function
be an executive function
be an eigen function
be an arbitrary function
be an inner function
be an integrable distribution
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