Travelled to:
1 × Germany
1 × Taiwan
7 × USA
Collaborated with:
A.Sarabi G.Yang X.Song A.Mishchenko M.Helliwell A.Wieclawski W.N.N.Hung B.Steinbach F.Xie N.Song M.Chrzanowska-Jeske J.Yang R.Malvi S.Grygiel M.Burns R.Drechsler M.Theobald B.Becker
Talks about:
logic (5) synthesi (4) quantum (4) algorithm (3) function (3) minim (3) gate (3) fast (3) decomposit (2) network (2)
Person: Marek A. Perkowski
DBLP: Perkowski:Marek_A=
Contributed to:
Wrote 10 papers:
- CIAA-2006-YangXSP #hybrid #quantum #synthesis
- Universality of Hybrid Quantum Gates and Synthesis Without Ancilla Qudits (GY, FX, XS, MAP), pp. 279–280.
- DATE-2005-YangHSP #logic #multi #quantum #synthesis #using
- Exact Synthesis of 3-Qubit Quantum Circuits from Non-Binary Quantum Gates Using Multiple-Valued Logic and Group Theory (GY, WNNH, XS, MAP), pp. 434–435.
- DAC-2004-HungSYYP #analysis #logic #quantum #reachability #synthesis
- Quantum logic synthesis by symbolic reachability analysis (WNNH, XS, GY, JY, MAP), pp. 838–841.
- DAC-2001-MishchenkoSP #algorithm #logic
- An Algorithm for Bi-Decomposition of Logic Functions (AM, BS, MAP), pp. 103–108.
- DAC-1999-PerkowskiMGBM #algorithm #evaluation #graph #performance
- Graph Coloring Algorithms for Fast Evaluation of Curtis Decompositions (MAP, RM, SG, MB, AM), pp. 225–230.
- DAC-1994-DrechslerSTBP #diagrams #functional #order #performance #representation
- Efficient Representation and Manipulation of Switching Functions Based on Ordered Kronecker Functional Decision Diagrams (RD, AS, MT, BB, MAP), pp. 415–419.
- DAC-1994-SarabiSCP #2d #approach #array #design #logic #physics #synthesis
- A Comprehensive Approach to Logic Synthesis and Physical Design for Two-Dimensional Logic Arrays (AS, NS, MCJ, MAP), pp. 321–326.
- DAC-1992-SarabiP #canonical #network #performance
- Fast Exact and Quasi-Minimal Minimization of Highly Testable Fixed-Polarity AND/XOR Canonical Networks (AS, MAP), pp. 30–35.
- DAC-1988-HelliwellP #algorithm #multi #performance
- A Fast Algorithm to Minimize Multi-Output Mixed-Polarity Generalized Reed-Muller Forms (MH, MAP), pp. 427–432.
- DAC-1984-WieclawskiP #compilation #layout #network #optimisation
- Optimization of negative gate networks realized in weinberger-LIKF layout in a boolean level silicon compiler (AW, MAP), pp. 703–704.