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where might be a deterministic function of.
Let (T>0) be an arbitrary fixed horizon and (phiin L^{2}(0,T)) be a deterministic function.
For instance, when we assume the conditional intensity λ to be a deterministic function f, we are assuming independence with respect to the past.
An error estimator may be a deterministic function of the sample data, in which case it is called a nonrandomized error estimator; such popular error estimators as resubstitution and leave-one-out are examples.
Let ( Φ s ) 0 ≤ s ≤ T be a deterministic function with values in L ( H i ) ( i = 1, 2 ), the space of all bounded linear operators from H i to H i. The stochastic integral of Φ i with respect to B H is formally defined by ∫ 0 t Φ s d B H ( s ) : = ∑ i = 1 ∞ λ ˜ i ∫ 0 t Φ s e i d β i H ( s ) = ∑ i = 1 ∞ λ ˜ i ∫ 0 t ( K H ∗ ( Φ e i ) ) s d β i ( s ), (3.5).
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(3) The function is a deterministic function.
where is a deterministic function and and are random parameters.
where, f is a deterministic function and 1 denotes the indicator function.
where is an auxiliary random variable, and is a deterministic function of.
v G p → v ∞ ( z ), A.s., where v ∞ (z) is a deterministic function.
The matrix is a deterministic function of the BE functions, block size, pilot positioning, and the pilot pattern (sequence).
More suggestions(15)
be a deterministic matrix
be a normal function
be a deterministic outcome
be a deterministic unknown
be a deterministic attack
be a deterministic influence
be a continuous function
be a deterministic integer
be a convex function
be a meromorphic function
be a deterministic sym-universally
be a suitable function
be a deterministic quantity
be a deterministic factor
be a real function
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