Factorization Method for Solving Multipoint Problems for Second Order Difference Equations with Polynomial Coefficients

Parasidis, N.I. and Hahamis, P. 2020. Factorization Method for Solving Multipoint Problems for Second Order Difference Equations with Polynomial Coefficients. in: Raigorodskii, A.M. and Rassias, M.Th. (ed.) Discrete Mathematics and Applications Springer. pp. 429-439

Chapter titleFactorization Method for Solving Multipoint Problems for Second Order Difference Equations with Polynomial Coefficients
AuthorsParasidis, N.I. and Hahamis, P.
EditorsRaigorodskii, A.M. and Rassias, M.Th.
Abstract

This paper is devoted to the study of second order linear difference equations with polynomial coefficients subject to multipoint boundary conditions. We provide necessary and sufficient conditions for the existence and uniqueness of solutions and find the unique solution in closed form by using factorization techniques.

KeywordsMathematics
Statistics
Discrete Mathematics
Applications
Optimization
Book titleDiscrete Mathematics and Applications
Page range429-439
Year2020
PublisherSpringer
Publication dates
Published22 Nov 2020
SeriesSpringer Optimization and Its Applications
ISBN9783030558574
Digital Object Identifier (DOI)https://doi.org/10.1007/978-3-030-55857-4_17

Related outputs

e-Government initiatives: analysing success
Hahamis, P. 2015. e-Government initiatives: analysing success. Thesis University of Reading Henley Business School

A quest for an applicable model of growth for Directgov
Hahamis, P. 2011. A quest for an applicable model of growth for Directgov. in: Klun, M., Decman, M. and Jukic, T. (ed.) The proceedings of the 11th European conference on e-government Academic Conferences and Publishing International. pp. 612-620

An exploration of the citizens insight system: a case study
Mavroudakis, T., Hahamis, P., Berntzen, L., Douzinas, N., Hanna, M., Farfas, N., Krikeli, N. and Karanikas, C. 2009. An exploration of the citizens insight system: a case study. in: Hahamis, P. (ed.) Proceedings of the 9th European conference on e-government (ECEG 2009) Westminster Business School, University of Westminster, commissioned by the British Brands Group. pp. 479-485

Evolution of e-government: a quest for an applicable model of growth
Hahamis, P. 2009. Evolution of e-government: a quest for an applicable model of growth. Henley-on-Thames Henley Business School.

Parliamentary web presence: a comparative review
Lasse, B., Healy, M., Hahamis, P. and Dunville, D. 2006. Parliamentary web presence: a comparative review. in: Proceedings of the 2nd International Conference on e-Government (ICEG 2006), 12-13 October 2006, Pittsburgh, USA Academic Conferences and Publishing International. pp. 17-25

e-Government in Greece: bridging the gap between need and reality
Hahamis, P., Iles, J. and Healy, M. 2005. e-Government in Greece: bridging the gap between need and reality. Electronic Journal of e-Government. 3 (4), pp. 185-192.

e-Government in Greece: opportunities for improving the efficiency and effectiveness of local government
Hahamis, P., Iles, J. and Healy, M. 2005. e-Government in Greece: opportunities for improving the efficiency and effectiveness of local government. in: Proceedings of the 5th European Conference on e-Government (ECEG 2005), 16-17 June 2005, Antwerp, Belgium Academic Conferences and Publishing International. pp. 203-212

Safety net? Trust and e-government
Hahamis, P., Healy, M. and Iles, J. 2005. Safety net? Trust and e-government. in: Proceedings of the International Conference on e-Government (ICEG 2005), 27-28 October 2005, Ottawa, Canada Academic Conferences and Publishing International. pp. 119-130

The road to academia: a different experience. FP6 project REKS
Hahamis, P. 2005. The road to academia: a different experience. FP6 project REKS. Awareness raising rally: seminar “profession researcher”. Varna - Rousse, Bulgaria. 27th - 28th September 2005

Permalink - https://westminsterresearch.westminster.ac.uk/item/v2x49/factorization-method-for-solving-multipoint-problems-for-second-order-difference-equations-with-polynomial-coefficients


Share this

Usage statistics

100 total views
0 total downloads
These values cover views and downloads from WestminsterResearch and are for the period from September 2nd 2018, when this repository was created.