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TU Berlin

Inhalt des Dokuments

Ehemalige Mitarbeiter

Prof. Dr. Martin Lotz

Lupe [1]

Kontakt
Mathematics Institute
Zeeman Building
University of Warwick
Coventry CV4 7AL
United Kingdom
 
Persönliche Homepage
http://homepages.warwick.ac.uk/staff/Martin.Lotz/ [2]

Publikationen in der Arbeitsgruppe

Peter Bürgisser and Felipe Cucker and Martin Lotz (2010). Coverage Processes on Spheres and Condition Numbers for Linear Programming [3]. The Annals of Probability, 570-604.


Peter Bürgisser and Felipe Cucker and Martin Lotz (2008). The probability that a slightly perturbed numerical analysis problem is difficult [4]. Math. Comp., 1559-1583.


Peter Bürgisser and Martin Lotz (2007). The complexity of computing the Hilbert polynomial of smooth equidimensional complex projective varieties [5]. Foundations of Computational Mathematics, 51-86.


Peter Bürgisser and Felipe Cucker and Martin Lotz (2006). General formulas for the smoothed analysis of condition numbers [6]. C. R. Acad. Sci. Paris, 145-150.


Peter Bürgisser and Felipe Cucker and Martin Lotz (2006). Smoothed analysis of complex conic condition numbers [7]. Journal de Mathématiques Pures et Appliquées, 293-309.


Peter Bürgisser and Felipe Cucker and Martin Lotz (2005). Counting Complexity Classes for Numeric Computations III: Complex Projective Sets [8]. Foundations of Computational Mathematics, 351-387.


Martin Lotz (2005). On Numerical Invariants in Algebraic Complexity Theory [9]. Universität Paderborn


Peter Bürgisser and Felipe Cucker and Martin Lotz (2004). The Complexity to Compute the Euler Characteristic of Complex Varieties [10]. C. R. Acad. Sci. Paris, 371-376.


Peter Bürgisser and Martin Lotz (2004). Lower Bounds on the Bounded Coefficient Complexity of Bilinear Maps [11]. Journal of the ACM, 464-482.


Martin Lotz and Johann Andreas Makowsky (2004). On the algebraic complexity of some families of coloured Tutte polynomials [12]. Advances in Applied Mathematics, 327-349.


Peter Bürgisser and Martin Lotz (2002). Lower Bounds on the Bounded Coefficient Complexity of Bilinear Maps [13]. In Proceedings of 43rd FOCS, 658-668.


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