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Research Roadmap Past

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Research Roadmap Past Present Future Robert Brayton Alan Mishchenko Logic Synthesis and Verification Group UC Berkeley Overview Past work Espresso SIS MVSIS ... – PowerPoint PPT presentation

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Title: Research Roadmap Past


1
Research RoadmapPast Present Future
  • Robert Brayton Alan Mishchenko
  • Logic Synthesis and Verification Group
  • UC Berkeley

2
Overview
  • Past work
  • Espresso
  • SIS
  • MVSIS
  • Current work
  • ABC
  • Future work

3
Past 25 Years
Espresso (two-level synthesis) Binary and
multi-valued SOP minimization, pair-decoding,
disjoint covers, etc
SOPs
1982-1985
MIS-II (multi-level synthesis) Factoring,
extracting shared logic, elimination,
resubstitution, simplification, etc
SOPs
1985-1990
SIS (sequential multi-level synthesis) Dont-cares
, retiming, state-encoding, tech-mapping,
asynchronous, etc
SOPs BDDs
1990-2000
  • Various adaptations of these tools still used
    extensively in commercial CAD

4
Logic Synthesis is Dead (1991 2005)
  • 1991
  • A. Richard Newton, Has CAD for VLSI reached a
    dead end? VLSI 91
  • 1997
  • K. Keutzer, A. R. Newton, N. Shenoy, The future
    of logic synthesis and physical design in
    deep-submicron process geometries. ISPD 97
  • 2005
  • R. Madhavan, The death of logic synthesis,
    Keynote at ISPD 05

5
Revival in Past 7 Years
SOPs, BDDs, ZDDs
MVSIS Multi-valued network optimization,
encoding, non-determinism, FSM synthesis,
etc And-Inv Graphs (AIGs), tech-mapping,
dont-cares, equivalence checking, etc
2001-2003
AIGs, BDDs
2004-2005
ABC AIG rewriting, priority cuts, resynthesis,
sequential synthesis and verification, etc
AIGs, truth tables, SAT
2005-now
6
ABC Highlights
  • Rewriting the book of logic synthesis
  • almost all classical methods have been replaced
    by fast heuristic iterative transforms
  • Based on methods that are
  • high speed
  • scalable
  • SAT-based
  • Becoming a new standard of reference for
  • logic synthesis
  • verification

7
Example of Emerging Logic Synthesis
Equivalent AIG in ABC
AIG is a Boolean network of 2-input AND nodes and
invertors (dotted lines)
8
One AIG Node Many Cuts
Combinational AIG
  • Each node in an AIG has many cuts
  • Each cut represents a different SIS node
  • No a priori fixed boundaries
  • Implies that AIG manipulation with cuts is
    equivalent to working on many Boolean networks at
    the same time

f
a
c
d
e
b
Different cuts for the same node
9
Current Work (2007)
ABC-5
10
Next 5 Years (2007-2012)
ABC-8
11
Next 25 Years
  • Is logic synthesis finally dead?
  • NO!
  • Alive and well and living in Berkeley? ?
  • It is a fundamental issue
  • Difficult problems will force new solutions
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