Johannes Middeke, Dr.

Publications

	J. Middeke, C. Schneider. Denominator Bounds for Systems of Recurrence Equations using ΠΣ-Extensions. In: Advances in Computer Algebra. WWCA 2016., C. Schneider, E. Zima (ed.), Springer Proceedings in Mathematics & Statistics 226, pp. 149-173. 2018. Springer, ISSN 2194-1009. arXiv:1705.00280 [cs.SC]. [url] [pdf] [bib]
	Johannes Middeke, Carsten Schneider. Towards a Direct Method for Finding Hypergeometric Solutions of Linear First Order Recurrence Systems. 2018. Extended abstract appeared in ACM Communications Vol. 52, No. 3, Issue 205, September 2018. Poster presentation at ISSAC 2018. [pdf] [bib]
	Johannes Middeke, Carsten Schneider. Towards a Direct Method for Finding Hypergeometric Solutions of Linear First Order Recurrence Systems. ACM Communications 52(3), pp. 185-187. September 2018. 0000. Extended abstract of the poster presentation at 43st International Symposium on Symbolic and Algebraic Computation (ISSAC'18). [url] [pdf] [bib]
	Johannes Middeke. Denominator Bounds and Polynomial Solutions for Systems of q-Recurrences over K(t) for Constant K. In: Proceedings of the 2017 ACM on International Symposium on Symbolic and Algebraic Computation, Michael Burr (ed.), Proceedings of International Symposium on Symbolic and Algebraic Computation, pp. 325-332. 2017. 978-1-4503-5064-8. [bib]
	J. Middeke, C. Schneider. Denominator Bounds for Higher Order Systems of Linear Recurrence Equations. ACM Communications in Computer Algebra 50(4), pp. 185-187. 2016. ISSN 1932-2240. Extended abstract of the poster presentation at ISSAC 2016. [url] [pdf] [pdf] [bib]
	J. Middeke, C. Schneider. Denominator Bounds for Higher Order Systems of Linear Recurrence Equations. 2016. Poster presentation at ISSAC 2016. [url] [pdf] [pdf] [bib]
	C. Doench, J. Middeke, F. Winkler. DEAM 2 Proceedings. Technical report no. 00-00 in RISC Report Series, Research Institute for Symbolic Computation (RISC), Johannes Kepler University Linz, Austria. 2012. [pdf] [bib]
	Johannes Middeke. A computational view on normal forms of matrices of Ore polynomials. Research Institute for Symbolic Computation (RISC). PhD Thesis. July 2011. RISC Technical Report 11-10. [pdf] [bib]
	Felix Antritter and Johannes Middeke. A toolbox for the analysis of linear systems with delays. In: Proceedings of the 50th IEEE Conference on Decision and Control (CDC 2011), , Proceedings of 50th IEEE Conference on Decision and Control (CDC 2011), pp. -. December 2011. Orlando, Florida, USA, IEEE, [bib]
	Johannes Middeke. Converting between the Popov and the Hermite form of matrices of differential operators using an FGLM-like algorithm. Technical report no. 10-16 in RISC Report Series, Research Institute for Symbolic Computation (RISC), Johannes Kepler University Linz, Austria. 2010. [pdf] [bib]
	Felix Antritter and Johannes Middeke. An Efficient Algorithm for Checking Hyper-Regularity of Matrices . July 2010. Poster presentation at ISSAC 2010. [url] [bib]
	Johannes Middeke. Conversion between Hermite and Popov normal forms using an FGLM-like approach. Albanian Journal of Mathematics 4(4), pp. 181-193. 2010. AulonaPress, 1930-1235. Special Issue, Applications of Computer Algebra 2010, University of Vlora, Albania. [bib]
	Johannes Middeke, Ekaterina Shemyakova, Franz Winkler. Proceedings of DEAM (Workshop for Differential Equations by Algebraic Methods). Technical report no. 09-08 in RISC Report Series, Research Institute for Symbolic Computation (RISC), Johannes Kepler University Linz, Austria. 2009. Proceedings. [pdf] [bib]
	Georg Regensburger, Markus Rosenkranz, Johannes Middeke. A skew polynomial approach to integro-differential operators. In: Proceedings of ISSAC 2009, Jeremy R. Johnson, Hyungju Park, Erich Kaltofen (ed.), Proceedings of Symbolic and Algebraic Computation, International Symposium, ISSAC 2009, pp. 287-294. 2009. ACM, 978-1-60558-609-0. [url] [pdf] [bib]
	Johannes Middeke. A polynomial-time algorithm for the Jacobson form for matrices of differential operators . Technical report no. 08-13 in RISC Report Series, July 2008. [pdf] [bib]