Characterization of Hessenberg determinants with second order recurrence relations
Is this your thesis?
This record came from a bulk archive import. If it’s yours, link it to your profile.
Abstract (EN)
In this study, some relations between the generalized Fibonacci, Lucas numbers and determinants of some n dimensional Hessenberg matrices were given. Also for a positive integer k, k-consecutive terms of the generalized Fibonacci, Lucas sequences were considered and their relations with determinants of Hessenberg and tridiagonal matrices were obtained.Keywords: Hessenberg matrix, Hessenberg determinant, generalized Fibonacci numbers, generalized Lucas numbers
Author
Menşur Tuğba Yalçın
Institution
How to Cite
Menşur Tuğba Yalçın (Master Thesis). Characterization of Hessenberg determinants with second order recurrence relations, 2009, TOBB Economics and Technology University, Matematik Bölümü.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from TOBB Economics and Technology University
- Extracting the features of drilling foams with image processing techniques and data analysis using artificial neural networks(2007)
- Automatic web services execution engine with qos support(2007)
- Usage of information theory to control the qos and energy consumption for wireless sensor networks(2007)
- Low power techniques for superscalar microprocessors(2007)
- Hardware design for predicting widths of values produced in microprocessors(2007)
- Soft error detection by using tag comperator in microprocessors(2007)