Mathematical Sciences: Faculty Publications
Metrics That Suit for Dichotomy, Well Conditioning and Object Oriented Design on Measure Chains
Document Type
Article
Publication Date
11-25-2011
Publication Title
International Journal of Nonlinear Studies
ISSN
2153-4373
Abstract
The paper deals with Dichotomy, well conditioning of two-point boundary value problems on time scale dynamical systems using a suitable norm on $R^{n}$. The results presented in this paper on Dichotomy and well conditions of two-point boundary value problems unify both continuous and discrete systems and generalizes these results on time scale dynamical systems. We also present empirical validation of a set of theoretical-grounded metrics on object-oriented design. Fixed point theory on metric spaces is used as a tool to obtain the required object in object oriented designs and in designing flows.
Recommended Citation
Murty, Kanuri N., Yan Wu, Viswanadh Kanuri.
2011.
"Metrics That Suit for Dichotomy, Well Conditioning and Object Oriented Design on Measure Chains."
International Journal of Nonlinear Studies, 18 (4): 621-637.
https://digitalcommons.georgiasouthern.edu/math-sci-facpubs/230
Copyright
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