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Direct, specific fitting of ellipses and hyperbolae is achieved by imposing a quadratic constraint on the conic coefficients, whereby an improved partitioning of the design matrix is devised so as to improve computational efficiency and numerical stability by eliminating redundant aspects of the fitting procedure.
After the closed form solution of the N-th order beam model is sought, a general procedure to derive the exact Dynamic Stiffness (DS) matrix is devised by relating the amplitudes of the harmonically varying loads to those of the responses.
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A 'test instrument specification matrix' was devised to design the test items that would be used to determine the expected introductory programming knowledge acquisition.
A convex optimization approach in terms of linear matrix inequalities is devised for designing robust filters.
A convex optimization approach in terms of linear matrix inequalities is devised for designing a gain-scheduled H∞ control via static state feedback.
Thirdly, in order to design an estimator gain matrix, a new zero equality is devised to convert the problem of a nonlinear matrix inequality in the LMIs, which can give flexibility in solving LMIs.
A measurement matrix based on Kronecker product is devised, and it has been proved in mathematical proof.
A delay-dependent stability condition is devised in terms of a matrix inequality by using the free-weighting matrix approach.
The study is devised in confronting depression under nanoscale by preparing nanocomposites which is a matrix of biopolymer chitosan that encapsulates lithium carbonate by ionic gelation method.
The section is devised into three subsections.
the Equation (12) for the optimal estimator is devised.
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