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We also provide a transfer matrix model for general chunked codes.
This statistical evaluation shows the validity of the elastic matrix model for the microboudin palaeopiezometer when analysing such data sets.
This result supports the use of the elastic matrix model for palaeostress analysis by the microboudin palaeopiezometer.
We derive some properties of this transfer matrix model for the performance analysis, which can apply to general chunked codes.
These significant advantages confirm the usefulness of an affine fundamental matrix model for the selected PCS system.
In [14], a random matrix model for the Nakagami-q (Hoyt) fading MIMO communication channels with arbitrary number of transmitting and receiving antennas is considered.
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This approach also unifies and generalizes other matrix models, such as the Eguchi Yang matrix model, matrix models for bundles over P1, and Chern Simons matrix models for lens spaces, which arise as various limits of our general result.
Furthermore, Markov Decision Process models (MDP, e.g. Buongiorno 2001) have been developed to reduce the non-linearity and structural complexity of matrix models for broader-scale applications.
One can make sense of such data by designing matrix models for the transitions between states describing various orientations and positions of donors and acceptors in the system.
The AIC and CV techniques were used to calculate the value of AIC and the generalization error for the elastic and Newtonian viscous matrix models for each data set.
Utilisation of matrix models for simulation of the thermomechanical fatigue behaviour of the undamaged composite is discussed by a comparison with quasi-static tensile and high-temperature creep experimental tests.
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