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[16 18, 21] Let be a complex vector space.
Let a = ( a 1, a 2 ) be a complex vector.
Let be a complex vector that contains nonzero taps which depends on the sampling frequency, and its corresponding system bandwidth is as shown in Table 1.
In CTLS as presented in Section 2.4, the grid misalignment Δg Λ is assumed to be a complex vector; therefore, the estimate Δ g ^ Λ is complex.
Then the Cauchy type integral (8) whose density function is φ ( t, z ) is a Cauchy integral if and only if ( t 0, z 0 ) ∈ S, Ψ − ( t 0, z 0 ) = 0. Let f ( t, z ) be a complex vector function defined in a bounded domain Ω of R × C. Denote T Ω f = ∫ Ω E ( p ′ − p ) f ( p ′ ) d σ p ′, (14).
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When the PolSAR image is single-look, is a complex vector as and follows a complex Gaussian distribution as (4).
Suppose u ( t, z ) is a complex vector function defined in Ω and u ( t, z ) ∈ C 1 ∩ C.
As Y t) is a complex vector in the LV-MODEL, (boldsymbol {Z}(t) in {mathbb {H}}_{c}^{J times 1}) is a biquaternion vector [13].
The RNN, whose connection weights are dependent upon the matrix, can be transformed into a complex differential system whose variable z(t) is a complex vector.
When (uin B^{2}(mathbb{R}^{N})), define a u,lambda):=lim_{Ttoinfty}frac{1}{2T}int _{-T}^{T} e^{-ilambda t}u(t), dt, which is a complex vector and is called a Fourier-Bohr coefficient of u.
A semi-inner product -module (or semi-inner product -module) is a complex vector space which is also a right -module with a sesquilinear semi-inner product, fulfilling (1.2). for,.
More suggestions(15)
be a complex personality
be a complex process
be a complex manifold
be a complex polynomial
be a nontrivial vector
be a complex match
be a complex governance
be a complex problem
be a perfect vector
be a complex year
be a complex investigation
be a complex function
be a complex parliament
be a complex question
be a topological vector
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