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Dennis Amelunxen
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Living on the edge: Phase transitions in convex programs with random data
D Amelunxen, M Lotz, MB McCoy, JA Tropp
Information and Inference: A Journal of the IMA 3 (3), 224-294, 2014
4652014
Living on the edge: A geometric theory of phase transitions in convex optimization
D Amelunxen, M Lotz, MB McCoy, JA Tropp
CALIFORNIA INST OF TECH PASADENA DEPT OF COMPUTING AND MATHEMATICAL SCIENCES, 2013
1042013
Intrinsic volumes of polyhedral cones: a combinatorial perspective
D Amelunxen, M Lotz
Discrete & Computational Geometry 58 (2), 371-409, 2017
472017
Probabilistic analysis of the Grassmann condition number
D Amelunxen, P Bürgisser
Foundations of Computational Mathematics 15 (1), 3-51, 2015
322015
Geometric analysis of the condition of the convex feasibility problem
D Amelunxen
Universitätsbibliothek, 2011
282011
Intrinsic volumes of symmetric cones and applications in convex programming
D Amelunxen, P Bürgisser
Mathematical Programming 149 (1), 105-130, 2015
252015
A coordinate-free condition number for convex programming
D Amelunxen, P Bürgisser
SIAM Journal on Optimization 22 (3), 1029-1041, 2012
232012
Gordon's inequality and condition numbers in conic optimization
D Amelunxen, M Lotz
arXiv preprint arXiv:1408.3016, 2014
172014
Average-case complexity without the black swans
D Amelunxen, M Lotz
Journal of Complexity 41, 82-101, 2017
152017
Robust smoothed analysis of a condition number for linear programming
P Bürgisser, D Amelunxen
Mathematical programming 131 (1), 221-251, 2012
112012
Intrinsic volumes of symmetric cones
D Amelunxen, P Bürgisser
arXiv preprint arXiv:1205.1863, 2012
92012
Effective condition number bounds for convex regularization
D Amelunxen, M Lotz, J Walvin
IEEE Transactions on Information Theory 66 (4), 2501-2516, 2020
82020
Measures on polyhedral cones: characterizations and kinematic formulas
D Amelunxen
arXiv preprint arXiv:1412.1569, 2014
82014
Uniform smoothed analysis of a condition number for linear programming
P Bürgisser, D Amelunxen
Math. Program. A. Available at, 2008
12008
Study on curvature measures of symmetric cones
D Amelunxen
Conic intrinsic volumes and the (bivariate) chi-bar-squared distribution
D Amelunxen
p-adische Regel von Descartes
D Amelunxen
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Articles 1–17