Threshold Voltage Optimization.
Large minimum-cost flow instances
arising in the linear time-cost tradeoff relaxation of threshold voltage optimization and placement.
S. Held and Y.K.D. Spitzley:
Further Improvements on Approximating the
Uniform Cost-Distance Steiner Tree Problem, Technical Report No. 221263, Research Institute for Discrete Mathematics, University of Bonn, 2022,
arXiv:2211.03830.
G. Posser, E.F.Y. Young, S. Held, Y.-L. Li, D.Z. Pan:
Challenges and Approaches in VLSI Routing
Proc. ISPD, 2022, (preprint),
A. Khazraei and S. Held:
An Improved Approximation Algorithm for the Uniform
Cost-Distance Steiner Tree Problem,
Proc. WAOA 2020, LNCS 12806, pp. 189--203, 2021.
(preprint).
S. Daboul, S. Held, J. Vygen, and S. Wittke:
An approximation algorithm for threshold voltage optimization, ACM Transactions on Design Automation of Electronic Systems 23 (6), Article No. 68, 2018.
(preprint).
S. Held, D. Müller, D. Rotter, R. Scheifele, V. Traub, and J. Vygen:
Global Routing with Timing Constraints, IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems 37(2), 2018, 406--419.
(10.1109/TCAD.2017.2697964),
(preprint).
S. Held and N. Kämmerling:
Two-Level Rectilinear Steiner Trees, Computational Geometry 61, 2017, 48--59
(link,
preprint ,
short version at EUROCG 2015).
S. Held and S.T.Spirkl:
Fast Prefix Adders
for Non-Uniform Input Arrival Times,
Algorithmica 77 (1), 2017, 287--308
(link, preprint).
S. Held and J. Hu:
Gate Sizing, in Electronic Design Automation for IC Implementation, Circuit Design, and Process Technology.
Edited by Luciano Lavagno, Igor L. Markov, Grant Martin, and Louis K. Scheffer, CRC Press, 2016,
245--260 (Chapter 10).
S. Held, D. Müller, Daniel Rotter, Vera Traub and J. Vygen:
Global Routing with Inherent Static Timing Constraints.
Proc. ICCAD 2015, 102--109.
S. Held, S. Hougardy, and J. Vygen:
Chip Design.
in: The Princeton Companion to Applied Mathematics, (N.J.Higham, ed.), Princeton University Press 2015, 804--807.
A. Bock, S. Held, N. Kämmerling, and U. Schorr:
Local Search Algorithms for Timing-Driven Placement under Arbitrary Delay Models.
Proc. 52th DAC, 2015.
S. Held and U. Schorr:
Post-Routing Latch Optimization for Timing Closure.
Proc. 51st DAC, 2014.
S. Held and S. T. Spirkl:
A Fast Algorithm for Rectilinear Steiner Trees with Length Restrictions on Obstacles.
Proc. ISPD 2014, pp. 37--44.
S. Held, E. C. Sewell, W. Cook:
Safe Lower Bounds for Graph Coloring. Proc. IPCO 2011, pp. 261--273 .
C. Bartoschek, S. Held, J. Maßberg, D. Rautenbach, J. Vygen:
The repeater tree construction problem.
Information Processing Letters 110 (2010), 1079-1083.
C. Bartoschek, S. Held, D. Rautenbach, J. Vygen:
Fast Buffering for Optimizing Worst Slack and Resource Consumption in Repeater Trees.
Proc. ISPD 2009, pp. 43--50.
C. Bartoschek, S. Held, D. Rautenbach, J. Vygen:
Efficient algorithms for short and fast repeater trees. II. Buffering.
Technical Report No. 07978, Research Institute for Discrete Mathematics, University of Bonn, 2007
C. Bartoschek, S. Held, D. Rautenbach, J. Vygen:
Efficient algorithms for short and fast repeater trees. I. Topology generation.
Technical Report No. 07977, Research Institute for Discrete Mathematics, University of Bonn, 2007
S. Held: Fast Gate Sizing and Timing Closure for Multi-Million Cell Designs.
Technical Report No. 07969, Forschungsinstitut für Diskrete Mathematik, University of Bonn, 2007
C. Bartoschek, S. Held, D. Rautenbach, J. Vygen:
Efficient Generation of Short and Fast Repeater Tree Topologies. Proc. ISPD 2006, pp. 120--127.
S. Held, B. Korte, J. Maßberg, M. Ringe, J. Vygen:
Clock Scheduling and Clocktree Construction for High Performance ASICs. Proc. ICCAD 2003, pp. 232--239.
Information for Prospective Students and Applicants:
Due to the increasing number of spam in this area, I will not answer applications that are sent by e-mail. Please read the following, and then send your application to the appropriate address.
Internships: I am sorry, but I do not offer internships. Due to the large number of applications, I will not answer such requests.
Bachelor's and Master's Programs: Please do not send me applications directly, but rather contact the appropriate office for mathematics or computer science.
Doctoral Studies / PhD Program: You can send me your application directly at any time, but not by e-mail. Applications should contain at least a curriculum vitae and (an address to download) the bachelor's and/or master's thesis (in discrete mathematics or a related area). Please also include any further relevant information (such as publications, grades, recommendation letters, programming skills, English language certificates, GRE results). Note that the Bonn International Graduate School in Mathematics (BIGS) also offers various possibilities.