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Dynamical Systems, Number Theory And Applications: A ...google.de
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... Michael Kiermaier Department of Information Science and Electronics Engineering, Zhejiang University, 38 Zheda Road, Hangzhou, China E-mail: honold ...
Topics in Finite Fields - American Mathematical Society
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... Masaaki Homma – Numbers of points of hypersurfaces without lines over finite fields; Thomas Honold, Michael Kiermaier and Sascha Kurz – Optimal binary ... › books › conm
Network Coding and Subspace Designs - Google Books
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131 Thomas Honold, Michael Kiermaier and Sascha Kurz q-Analogs of Designs: Subspace Michael Braun, Michael Kiermaier and Alfred Wassermann ...
Topics in Finite Fields - Seite Google Books-Ergebnisseite
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... Universität Bayreuth, D Bayreuth, Germany E-mail address: michael.kiermaier ... binomials and 176 THOMAS HONOLD, MICHAEL KIERMAIER, AND SASCHA KURZ.
[ v1] Constructions and Bounds for Mixed-Dimension Subspace...
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Authors:Thomas Honold, Michael Kiermaier, Sascha Kurz. (Submitted on 21 Dec (this version), latest version 29 Aug (v3)). Abstract: Codes in finite ...
Topics in Finite FieldsAmerican Mathematical Society
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Thomas Honold, Michael Kiermaier, and Sascha Kurz A survey of permutation binomials and trinomials over finite fields. Xiang-dong Hou. › bookstore › pspdf › conm-632-toc
View of Johnson Type Bounds for Mixed Dimension ...The Electronic Journal of Combinatorics
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von T Honold · · Zitiert von: 15 — Michael Kiermaier. Sascha Kurz. †. Department of Mathematics. University of Bayreuth. Bayreuth, Germany. {. michael.kiermaier,sascha.kurz. } @uni-bayreuth.de. von T Honold · · Zitiert von: 15 — Michael Kiermaier. Sascha Kurz. †. Department of Mathematics. University of Bayreuth. Bayreuth, Germany. {. michael.kiermaier,sascha.kurz. } @uni-bayreuth.de.
Michael Kiermaier - Info zur Person mit Bilder, News & Links
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Verkko233 Ergebnisse zu Michael Kiermaier: Sascha Kurz, Tirschenreuth, Alfred Wassermann, Bayreuth, Thomas Honold, University, Gauge
CONSTRUCTIONS AND BOUNDS FOR MIXED Ebscosearch.ebscohost.com › login
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Thomas Honold, Michael Kiermaier and Sascha Kurz the core subjects of Galois Geometry readers may consult the three-volume treatise. [28–30].
A. A. Nechaev, “Finite principal ideal rings”, Mat. Sb. (N.S.),...
www.mathnet.ru
Thomas Honold, Michael Kiermaier, “The existence of maximal (q 2, 2)-arcs in projective Hjelmslev planes over chain rings of length 2 and odd prime ...
Johnson Type Bounds for Mixed Dimension Subspace Codes | The...
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von T Honold · · Zitiert von: 11 — Thomas Honold · Michael Kiermaier · Sascha Kurz. › eljc
View Abstract of selected ArticleProceedings of the Bulgarian Academy of Sciences
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von T Honold · Zitiert von: 8 — New Arcs of Maximal Size in Projective Hjelmslev Planes of Order Nine. Thomas Honold, Michael Kiermaier, Ivan Landjev. ABSTRACT. In this paper we solve two ... von T Honold · Zitiert von: 8 — New Arcs of Maximal Size in Projective Hjelmslev Planes of Order Nine. Thomas Honold, Michael Kiermaier, Ivan Landjev. ABSTRACT. In this paper we solve two ...
Volume 73 (2019)The Australasian Journal of Combinatorics
ajc.maths.uq.edu.au
Daniel Heinlein, Thomas Honold, Michael Kiermaier and Sascha Kurz. Generalized vector space partitions, pp.162–178. Anthony B. Evans. Maximal partial ... Daniel Heinlein, Thomas Honold, Michael Kiermaier and Sascha Kurz. Generalized vector space partitions, pp.162–178. Anthony B. Evans. Maximal partial ...
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