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Bürgisser, P., Franks, C., Garg, A., Oliveira, R., Walter, M. and Wigderson, A. - Efficient algorithms for tensor scaling, quantum marginals and moment polytopes. Proceedings 59th Annual IEEE Symposium on Foundations of Computer Science pp. 883-897, 04/ 2018.

Breiding, P. and Vannieuwenhoven, N. - The condition number of join decompositions.. SIAM J. Matrix Anal. Appl. 39(1) pp. 287–309, 2018.

Kohn, K., Sturmfels, B. and Trager, M. - Changing views on curves and surfaces. Acta Math. Vietnam. 43(1) pp. 1–29, 2018.

Kohn, K. - Isotropic and Coisotropic Subvarieties of Grassmannians. Dissertation, Technische Universität Berlin 2018.

Kohn, K., Nødland, B. I. U. and Tripoli, P. - Secants, bitangents, and their congruences. 80 pp. 87–112, . Fields Inst. Res. Math. Sci., Toronto, ON, 2017.

Bürgisser, P., Garg, A., Oliveira, R., Walter, M. and Wigderson, A. - Alternating minimization, scaling algorithms, and the null-cone problem from invariant theory. 9th Innovations in Theoretical Computer Science Leibniz International Proceedings in Informatics (LIPIcs) 94 pp. 24:1–24:20, 11/ 2017.

Bürgisser, P., Cucker, F. and Cardozo, E. R. - On the condition of the zeros of characteristic polynomials. J. Complexity 42 pp. 72–84, 2017.

Bürgisser, P. - Condition of intersecting a projective variety with a varying linear subspace. SIAM Journal on Applied Algebra and Geometry 1(1) pp. 111–125, 2017.

Carlos Améndola, K. K. S. L. D. M. B. S. J. S. P. T. M. Z. - Computing Tropical Varieties in Macaulay2, Preprint 2017.

Breiding, P. and Vannieuwenhoven, N. - A Riemannian Trust Region Method for the Canonical Tensor Rank Approximation Problem, Preprint 2017.

Kohn, K. and Deuker, E. U. - The Complex of Non-Chromatic Scales, Preprint 2017.

Kohn, K. and Deuker, E. U. - Der Komplex der nicht-chromatischen Skalen. Mitteilungen der DMV 25(1) pp. 17-25, 2017.

Bürgisser, P., Christandl, M., Mulmuley, K. D. and Walter, M. - Membership in moment polytopes is in NP and coNP. SIAM Journal on Computing 46(3) pp. 972-991, 2017.

Breiding, P. - The Expected Number of Eigenvalues of a Real Gaussian Tensor. SIAM Journal on Applied Algebra and Geometry 1(1) pp. 254-271, 2017.

Bürgisser, P. and Ikenmeyer, C. - Fundamental invariants of orbit closures. Journal of Algebra 477 pp. 390–434, 2017.



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