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She employed a modification to a method of Pommerenke [5] to investigate the growth rate of Hankel determinant problems regarding this class.
This leaves Gale with 15 minutes to cover some curriculum on what it's like working in a city with a high rate of social determinant problems.
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The Hadamard maximal determinant problem asks for the largest n×n determinant with entries ±1.
The Hankel determinant problem for other interesting classes of analytic functions were discussed by Noor [11, 12, 24].
These (−1,1 -matrices satisfy that HHT="HTH="nI and give the solution to the maximal determinant problem when n="1,2 or a multiple of 4. In this paper, we approach the maximal determinant problem using cocyclic matrices when n≡2mod4).
In this article, we study the Hankel determinant problem of a subclass of analytic functions introduced recently by Arif et al. 2010 Mathematics Subject Classification: 30C45; 30C45.
Although we have discussed the Hankel determinant problem in the paper, the first two problems are specifically related with the Fekete-Szegö functional, which is a special case of the Hankel determinant.
For certain small n, still larger determinants have been known; e.g., see [W.P. Orrick, B. Solomon, R. Dowdeswell, W.D. Smith, New lower bounds for the maximal determinant problem, arXiv preprint math.CO/0304410].
In [12], a determinant maximization problem of an AF based on the TWR by using QL-QR decomposition is investigated.
To analyze the determinants of problems in each of the five EQ-5D dimensions, the three possible responses were dichotomized as "no problem" or "any problem", and a multivariate logistic regression analysis was performed with the presence of "any problem" as the dependent variable.
We assume individual relay power constraints and study an important design problem, a so-called determinant maximization (DM) problem.
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