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A lower triangular state transformation is utilised, equivalent to that obtained via the traditional and recursive back stepping algorithm.
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To introduce the response capability of the state model, the lower triangular matrix ( bar{varvec{B}}^ ) and ( underline{varvec{B}}^ ) are defined to evaluate the response capacity for increasing and decreasing power output.
This paper addresses the problem of asymptotic tracking of an arbitrary smooth bounded reference output sequence in the presence of step like disturbances for a class of uncertain nonlinear multi-outputs systems, namely systems that could be described by the usual lower triangular representation thanks to an appropriate state transformation.
Now, in the second case, we state some corollaries of Theorem 2.5 for a lower triangular matrix A, where the rows of (C_{1}A) are decreasing.
where Δ denotes a lower triangular matrix.
Let G be a lower triangular.
Let be an infinite lower triangular matrix.
with M being a unit lower triangular matrix and with N having an upper triangular structure.
b Correlations between eight evaluated traits in 2015 (upper triangular) and 2016 (lower triangular).
A structure, called nested lower triangular form, is introduced, which contains lower triangular form as a special case.
where matrix L is the lower triangular matrix.
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CEO of Professional Science Editing for Scientists @ prosciediting.com