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Prof. C. Haase's Working Group


Reviewed Publications

Lensing, F. & Straehler-Pohl, H. (2018). Towards an Ethics of Mathematical Application. In: R. Vital & M. Jurdak (Eds.) Sociopolitical Dimensions of Mathematics Education. From the Margin to Mainstream (pp.35-51). Cham: Springer.

Straehler-Pohl, H., Lensing, F., Pais, A., & Swanson, D. (2018). Preface: The disorder of mathematics education, Part II. Critique, imagination and play. The Mathematics Enthusiast, 15(1), 3-7.

Nonreviewed Publications

C. Améndola Cerón, D. Agostini: Discrete Gaussian Distributions via Theta Functions. Submitted 2018.

F. Kohl, Florian; A. Engström: Transfer-Matrix Methods meet Ehrhart Theory. (last revised 29.01.2018)


Reviewed Publications

C. Amendola, K. Ranestad and B. Sturmfels: Algebraic Identifiability of Gaussian Mixtures. International Mathematics Research Notices, Vol. 2017, No. 00, pp. 1-25 doi: 10.1093/imrn/rnx090

C. Haase, J. Hofmann: Convex-normal (pairs of) polytopes. To appear in the Canadian Mathematical Bulletin. Canad. Math. Bull. 60, 510-521.

C. Haase, M. Juhnke-Kubitzke, R. Sanyal, T. Theobald: Mixed Ehrhart polynomials. The Electronic Journal of Combinatorics Volume 24, Issue 1 (2017) Paper #P1.10

F. Lensing : The repression of the subject? - Quilting threads of subjectivization. In A. Chronaki (ed.). Mathematics Education and Society 9 Proceedings. Vol 1: 676-686.

Nonreviewed Publications

C. Amendola, h K. Kohn, S. Lamboglia, D. Maclagan, B. Smith, J. Sommars, P. Tripoli and M. Zajaczkowska: Computing Tropical Varieties in Macaulay2. Submitted. 2017

C. Amendola, A. Engström and C. Haase: Maximum Number of Modes of Gaussian Mixtures. Submitted. 2017

C. Amendola, N. Bliss, I. Burke, C. Gibbons, M. Helmer, S. Ho?ten, E. Nash, J. Rodriguez and D. Smolkin: The Maximum Likelihood Degree of Toric Varieties. Journal of Symbolic Computation, to appear.

C. Amendola: Algebraic Statistics of Gaussian Mixtures. PhD Thesis. Advisor: Bernd Sturmfels , Christian Haase

Christian Haase, Andreas Paffenholz, Lindsay C. Piechnik, Francisco Santos. Existence of unimodular triangulations - positive results. (2017)

F. Kohl: Level algebras and $\s$-lecture hall polytopes. (Submitted on 30 Oct 2017)


Reviewed Publications

Nührenbörger, M., Rösken-Winter, B., Akinwunmi, K., Lensing, F., Schacht, F. : Roots and Scope of Design Science. In: Nührenbörger, M. et al. (Hrsg.): Design Science and Its Importance in the German Mathematics Educational Discussion. Springer.

Nührenbörger, M., Rösken-Winter, B., Fung, C. I., Schwarzkopf, R., Wittmann, E. C., Akinwunmi, K., Lensing, F., Schacht, F. (Eds.). ICME-13 Topical Surveys. Design Science and Its Importance in the German Mathematics Educational Discussion. Cham: Springer International Publishing.

Nonreviewed Publications

C. Amendola, J. Rodriguez: Solving Parameterized Polynomial Systems with Decomposable Projections. Presented at MEGA 2017. 2016.

Mónica Blanco, Christian Haase, Jan Hofmann, Francisco Santos: The Finiteness Threshold Width of Lattice Polytopes. Submitted.

F. Kohl, Y. Li, J. Rauh, R. Yoshida Semigroups --- A Computational Approach 2016

S. Di Rocco, C. Haase, B. Nill Discrete Mixed Volume and Hodge-Deligne Numbers. Submitted.


Postdoc Available!

3yr postdoctoral position within DFG/NCN-project HA 4383/8-1 "ATAG Algebraic Torus Actions: Geometry and Combinatorics"
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Deadline Jan 29

Neue Studienordnungen

Die Studienordnung für den Bachelorstudiengang Mathematik für das Lehramt tritt zum WiSe 2017/2018 in Kraft. [PDF]
Die neue Studienordnung für den Bachelor Grundschulpädagogik ist nun auch in Kraft getreten. [PDF]

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