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Exact(6)
where F, G, A, B, ∈ M ( m × m ; F ), Y k, D ∈ M ( m × 1 ; F ) (i.e., the algebra of square matrices with elements in the field F ).
The significance of all the anthropometric parameters on the HRTFs can be shown by the correlation coefficient matrices with elements larger than 0.35 and plotted in Figure 7.
where X n and P s n are (K + 1) × M matrices with elements x km n and P s, km n.
In this paper we consider uniquely E-optimal and highly E-efficient designs described by a linear model with design matrices with elements in {−1,0,1}.
where F, G ∈ M ( m × m ; F ), (i.e. the algebra of square matrices with elements in the field F ) with Y k, V k ∈ M ( m × 1 ; F ) and F is a singular matrix (detF = 0).
Two matrices with elements taken from the set {−1,1} are Hadamard equivalent if one can be converted into the other by a sequence of permutations of rows and columns, and negations of rows and columns.
Similar(54)
Letting GF q) be a finite field with q = ph elements, an n × r matrix with elements from the field is said to have the property Pt if any t rows are independent.
0 N c × N − N c is a N c × (N−N c ) matrix with elements of zeroes.
Therefore, ( denote the matrix with elements ) is nonnegative semi definite and (2.6) is valid for.
The Vandermonde matrix, with elements, is given by the following [13]: (5).
The block-interleaved mapping can be described by an matrix with elements (3).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com