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Exact(6)
Parameters X, Z1, Z2 and Z3 are known incidence matrices relating the observations in y to effects in d, r, a and f respectively.
Parameters X, Z1, and Z2 are known incidence matrices relating the observations in y to effects in d, r and a respectively.
where y is a vector of individual tree observations for a trait, b is a vector of fixed effects, u is a vector of random effects, e is a vector of random residuals, and X and Z correspond to design matrices relating the observations in y to the fixed and random effects in b and u, respectively.
X, Za, Zc, Zm and Zn are design matrices relating the records to the appropriate fixed and random effects [4].
X, Z d, Z g, Z m and Z p are incidence matrices relating the effects to their phenotypic observations or GEBV, respectively, and 1 is a vector of 1s.
In this model, y is a vector of phenotypes, b is a vector of fixed effects, g is a vector of random additive genetic effects, w is a vector of random maternal effects, q is a vector of breed effects, and X, Z, W and Z 1 are incidence matrices relating the former effects to phenotypes.
Similar(54)
Frequency response function matrices relate the inputs and the outputs of structural dynamic systems.
The elasticity is defined by an elastic constitutive matrix relating the stresses and strains across the interface.
The polymer core transfer matrix relating the displacements and the stresses at the two common interfaces between the core and the skins is first calculated.
Then, the poroelastic core transfer matrix relating the displacements and the stresses at the two common interfaces between the core and the skins is calculated.
In practice, the matrix relating the coefficients to the outer boundary conditions is ill-conditioned unless the boundary is very simple, e.g., circular.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com