This framework is then extended using a Gaussian mixture model to account for multiple mixtures which gives intuition in more complex observation windows, such as observations at depth discontinuities which is a common problem in single image defogging.
This template was then extended using DNA polymerase, large (Klenow) fragment (NEB) and converted into the double-stranded form.
The invading strand in the D-loop structure is then extended using several components of the replication machinery, namely: DNA polymerase δ or ɛ; the proliferating cell nuclear antigen (PCNA); and its loader, replication factor C (RFC) [21 23].
The seed maps are then extended and refined using the iterative assembly engine (Fig. 1), producing another set of consensus maps.
The fluxes are then extended to second-order using van Leer's MUSCL extrapolation technique.
These models are then extended by considering multiple disease states using PCLR models, and the use of a more comprehensive exposure metric using a non-linear function representing a reduced form response surface (RFRS) transformation of the proximity to main roads [ 20].
The proposed algorithms are then extended to a cooperative MIMO system using amplify-and-forward strategy and opportunistic relaying algorithms in order to develop a delay-tolerant coding scheme combined with optimal relay selection strategies.
The component-form expressions are then extended to a unified basis-free form, using a theorem established for this purpose.
The kinetic theory basis is given for the development of the required fluxes from the Chapman Enskog velocity distribution function for a simple gas; and these are then extended to a polyatomic gas by use of the Eucken approximation.
By using this result, the known results on the existence of optimal quaternary constant weight codes are then extended.
