PQLG COLLECTION OF WEB PAGES AND LITERATURE
RELATED TO REVERSIBLE AND QUANTUM LOGIC AND COMPUTING
BACK TO MAIN PAGE OF Professor Marek Perkowski
ALPHABETICALLY
A
 Prof. Takafumi Aoki, Tohoku University, Japan:
EMAIL: aoki@ecei.tohoku.ac.jp
Phone : +81222177169 Fax : +81222639406
 ADIABATIC:

http://wwwcad.eecs.berkeley.edu/~aferrari/classes/ee241/adiabatic/reportmid/node1.html
Adiabatic Computation, A. Ferrari, Wed Mar 20 12:14:36 PST 1996.
Report.

Adiabatic Circuits for Low Power Consumption Student Project, VHDL.
 UNIVERSITY OF SOUTHERN CALIFORNIA ADIABATIC CMOS:
 W.C. Athas & L."J." Svensson,
"Reversible Logic Issues in Adiabatic CMOS", Exploratory
Design Group, University of Southern California  Information Sciences
Institute, Marina del Rey, CA 902926695, {athas,svensson}@isi.edu
B
 H.G. Baker
"(NREVERSAL) of Fortune  The Thermodynamics of Garbage Collection", Int'l Workshop
on Memory Management, Y. Bekkers (ed.), Springer 1992, pp. 502524.
 CHARLES BENNETT:
 Ch.H. Bennett,
"Notes on the History of Reversible Computation", IBM J. Res. Develop., Vol. 32, 1988, pp. 1623.
 Ch. H. Bennett and R. Landauer, "The Fundamental Limits of Computation", Scientific American, July 1985, pp. 3846.
 C. Bennett, "Logical reversibility of computation", I.B.M. Journal of Research and Development, 17 (1973), pp. 525532.
 U.C. BERKELEY

Charge Recovery and Adiabatic Switching Techniques in Digital Logic
Overview of Adiabatic Styles from 1997.

BIRNBAUM AND HEWLETT PACKARD:
 J. Birnbaum, "Computing Alternatives",
Talk given on March 3, 1997 atACM97, March 3, 1997, San Jose, California, by Director of Hewlett
Packard Laboratories, Senior VicePresident of Research and Development.
 SAMUEL BRAUNSTEIN:

http://www.sees.bangor.ac.uk/~schmuel/comp/node6.html
Quantum computation: a tutorial. Samuel L. Braunstein. United Kingdom.
 Prof. Jon T. Butler, Naval Postgraduate School, USA:
EMAIL: butler@cs.nps.navy.mil
EMAIL butler@aries20.cse.kyutech.ac.jp
EMAIL butler@candy.cse.kyutech.ac.jp
HOMEPAGE Publications.
C
 Prof. Jan Chomicki:
Jan Chomicki's scientific pedigree . HOMEPAGE
Prof. Jan Chomicki HOMEPAGE
 CHUANG IN U.C. BERKELEY:
 M.A. Nielsen and I.L. Chuang,
"Quantum Computation and Quantum Information", Cambridge, 2001.
D
 DE VOS, UNIV. GENT, BELGIUM.

Reversible computers WEB PAGE OF DE VOS.
 L. Storme, A. De Vos, G. Jacobs,
"Group Theoretical Aspects of Reversible Logic Gates", Journal of Universal Computer Science, Vol. 5, 1999, pp. 307321.
 A. De Vos, B. Desoete, A. Adamski, P. Pietrzak, M. Sibinski, T. Widerski
"Design of reversible circuits by means of control gates", Integrated Circuit Design, Proc. PATMOS'2000 (10th Workshop
Power and Timing Modeling, Optimization and Simulation), Goettingen, Germany, Sept. 1315, 2000,
P. Pirsch and E. Barke (eds.), Springer Verlag, Lecture Notes in Computer Science, vol. 1918,
pp.255264. See Kerntopf.
 A. De Vos, "Proposal for an Implementation of Reversible Gates in cMOS,"
Int. Journal of Electronics, Vol. 76, 1994, pp. 293302.
 A. De Vos, "Reversible Computing in cMOS”, Proc. Advanced Training Course on Mixed Design of VLSI Circuits, 1994, pp. 3641.
 A. De Vos, "A 12Transistor cMOS BuildingBlock for Reversible Computers",
Int. Journal of Electronics, Vol. 79, 1995, pp. 171182.
 A. De Vos, "Reversible and Endoreversible Computing", Int. Journal of Theor. Phys., Vol. 34, 1995, pp. 22512266.
 De Vos, A., "Introduction to rMOS systems";
Proc. 4 th Workshop on Physics and Computation, Boston, 1996, pp. 9296.
 De Vos, A., "Towards reversible digital computers";
Proc. European Conference on Circuit Theory and Design, Budapest, 1997, pp. 923931.
 De Vos, A., "Reversible computing"; Progress in
Quantum Electronics, 23 (1999), pp. 149.
 B. Desoete, A. De Vos, M. Sibinski, T. Widerski,
"Feynman's Reversible Logic Gates Implemented in Silicon", Proc. 6 th Intern. Conf. MIXDES, 1999, pp. 497502.
 ERIC DREXLER:
Eric Drexler:
AltaVista Search: Simple Query "Eric Drexler"

Argomenti trattati: nanocomputer, nanotecnologia, entropia Drexler's mechanical logic
E
 Prof. Andrzej Enhenfeucht:
AltaVista Search: Simple Query "Andrzej Ehrenfeucht"
 QUANTUM ERROR CORRECTING CODES WEB PAGE:

Quantum ErrorCorrecting Codes.
 EXTROPIANS AND SIMILAR FRINGES:
 The Posthuman Body
F
 Dr. Bogdan Falkowski,
EMAIL: EFALKOWSKI@ntu.edu.sg
 MICHAEL FRANK, UNIV. of FLORIDA:
M. Frank,
WWW page

Michael Frank, University of Florida.
 Nanotechnology from Frank.

http://www.cise.ufl.edu/~mpf/rc.html Amorphous and nano computing.
 Physical Limits of Computing
 M. Frank, "Physical Limits of Computing,"
CIS 4930.1194X / 6930.1078X, Spr. '00. WWW page
 Michael Frank, University of Florida.
 Nanotechnology from Frank.
 ED FREDKIN:
 Prof. Edward Fredkin:
HOMEPAGE
 E. Fredkin, T. Toffoli,
"Conservative Logic", Int. Journal of Theor. Phys., 21 (1982), pp. 219253.
 E.F. Fredkin, T. Toffoli,
 Design Principles for Achieving HighPerformance Submicron Digital Technologies, DARPA Proposal, Nov. 1978
 RICHARD FEYNMAN:
 R.Feynman, "Quantum Mechanical Computers", Optics News, 11 (1985), pp. 1120.
 R. Feynman,
"There's plenty of space at the bottom: an invitation To Enter a New Field of Physics,"
Nanotechnology, Ed BC Crandal and J.Lewis, the MIT Press 1992, pp. 347363
 Feynman, R., "Feynman lectures on computation"
(A. Hey and R. Allen, eds); AddisonWesley, Reading (1996).
G
 GERSHENFELD:

http://www.sciam.com/1998/0698issue/0698gershenfeld.html
Quantum Computing with Molecules,
By taking advantage of nuclear magnetic resonance, scientists can coax the
molecules in some ordinary liquids to serve as an extraordinary type of computer
by Neil Gershenfeld and Isaac L. Chuang
 Dr. Ryszard Gokieli:
HOMEPAGE
 Prof. P. Glenn Gulak, University of Toronto, Canada:
EMAIL: gulak@eecg.toronto.edu
Phone : +14169788671 Fax : +14169712286
H
 JOHN STORRS HALL:
 Hall, J. S. (1994): "Nanocomputers and Reversible Logic"', Nanotechnology, V. 5 no. 3 pp. 157ff
 Hall, J. S. (1994): "A Reversible Instruction Set Architecture and Algorithms", Proc. Physics of
Computation Workshop, IEEE Press.
 Hall, J. S. (1993): "Nanocomputers and Reversible Logic", Third Foresight Conference on
Nanotechnology, Palo Alto. (invited address)
 Hall, J. S. (1993): "An Electroid Switching Model for Reversible Computer Architectures", Proc. 1992
Physics of Computation Workshop, IEEE Press
 John Storrs Hall
 Prof. Takahiro Hanyu, Dept. of Computer & Mathematical Sciences, Tohoku Univ.:
EMAIL hanyu@kameyama.ecei.tohoku.ac.jp
Graduate School of Information Sciences
Tohoku University, Aobaku, Sendai 98077 Japan
Phone : +81222177153 (Direct)
Fax : +81222639401 (Direct)
 Prof. Yutaka Hata, Himeji Institute of Technology, Japan:
EMAIL: hata@comp.eng.himejitech.ac.jp

Byte, JulyAugust 1995 , The Square Root of NOT, Brian Hayes
I

J
 COLIN JOHNSON:

Reversible logic saves power, By R. Colin Johnson
K
 Prof. Kameyama, Tohoku Univ.:
EMAIL: ismvl98@vlsichip.kameyama.ecei.tohoku.ac.jp
EMAIL: michi@kameyama.ecei.tohoku.ac.jp
Program Chair of the 28th ISMVL
PHONE: (+81)222177152
[0222177152 in Japan]
FAX: (+81)222639405
HOMEPAGE
http://www.higuchi.ecei.tohoku.ac.jp/research/paper/paperlist.html
http://www.higuchi.ecei.tohoku.ac.jp/research/research.html
 PAWEL KERNTOPF:
 P. Kerntopf,
"Logic Synthesis Using Reversible Gates," Proc. 3rd Symposium on Logic, Design and Learning,
Portland, Oregon, May 31, 2000.
 P. Kerntopf, "A Comparison of Logical Efficiency of
Reversible and Conventional Gates," 9th IEEE Workshop on Logic Synthesis,
 P. Kerntopf, "On Efficiency of Reversible Logic (3,3) Gates."
Proc. 7th Intl. Conf. MIXDES, 2000, pp. 185190.
 Z. Kohavi, "Switching Functions and Finite Automata Theory", Prentice Hall.
 QUANTUM COMPUTATION GROUP AT KOREAN ADVANCED INSTITUTE OF SCIENCE AND TECHNOLOGY.
 http://mrm.kaist.ac.kr/qc/main.html
Homepage of the Quantum Computation at Korea Advanced Institute of Science and Technology
 J. Lim, D. Kim, and S. Chae,
"Reversible Energy Recovery Logic Circuits and Its
8Phase Clocked Power Generator for UltraLowPower Applications,"
IEICE Trans. Electron, OL.E82 C, No. 4 April 1999.
 Category:Integrated Electronics
Title:Reversible Energy Recovery Logic Circuits and Its 8Phase Clocked Power Generator for
UltraLowPower Applications, Author:Joonho LIM,DongGyu KIM,SooIk CHAE
 Research Interests
Ultra Low Power Computation. We are exploring new ideas in adiabatic switching & reversible computation
 What is reversible logic?
Welcome to Low Power Research Homepage. What is RERL(Reversible Energy Recovery Logic)?
 UltraLow Power CMOS Design Using Reversible Logic
L
 R.LANDAUER:
 R. Landauer,
"Irreversibility and heat generation in the computational process"; I.B.M. Journal of
Research and Development, 5 (1961), pp. 183191.
 R. Keyes, and R. Landauer,
"Minimal energy dissipation in logic"; I.B.M. Journal of Research and
Development, 14 (1970), pp. 153157.
 LOW POWER:

Selected Publications (Power Conscious Design) K. Roy and S. Prasad, ``Circuit Activity Based CMOS Logic Synthesis for for Low Power Reliable...
 Brzozowski: Low Power

Signal entropy and the thermodynamics of computation
 Johan Klockars's Bookmarks
 Andreas' Hardware Design Page
 Physics News Update 1993 Index
 Tutorial on Behavioral Synthesis Power Optimization

Re:FPGAs and Heat (Re: Paranoid Musings
 LUNDSTROM FROM PURDUE:

http://shay.ecn.purdue.edu/~ee595n/Handouts/Lecture30.pdf
Mark Lundstrom, Electrical and Computer Engineering, Purdue University, West Lafayette, IN.
Device Physics of Nanoscale MOSFETs.
M
 MARGOLUS FROM MIT:
Prof. Norman Margolus, MIT:
HOMEPAGE
 N. Margolus,
"Physics and Computation", Ph. D. Thesis, Massachussets Institute of Technology, USA 1988.
 RALPH MERKLE:
 The Technical Feasibility of Cryonics,
PART 3 of 5. by Ralph C. Merkle

NASA applications of molecular nanotechnology,
Al Globus, David Bailey, Jie Han, Richard Jaffe, Creon Levit, Ralph Merkle, and Deepak Srivastava
Published in The Journal of the British Interplanetary Society, volume 51, pp. 145152, 1998.
 Two Types of Mechanical Reversible Logic,
by Ralph C. Merkle, Xerox PARC

Reversible Electronic Logic Using Switches, by Ralph C. Merkle

Helical logic
by Ralph C. Merkle Xerox PARC 3333 Coyote Hill Road Palo Alto, CA 94304 merkle@xerox.com www.merkle.com. and. K. Eric Drexler...
 Papers by Ralph C. Merkle
 R C. Merkle and K. Eric Drexler, "Helical Logic", WWW.
 R C. Merkle,
"Reversible electronic logic using switches," Nanotechnology, 4 (1993) pp. 2140
 R. C. Merkle, "Two types of mechanical reversible logic,"
Nanotechnology, 4 (1993), pp. 114131.
 LUTZ MICHEEL AND WRIGHT LABS:
 L.J. Micheel, A.H. Taddiken and A.C. Seabaugh,
"MultipleValued Logic Computation Using Micro and Nanoelectronic Devices," Proc. ISMVL, IEEE, 1993, pp. 164169
 MIT:

http://xyz.plh.af.mil/Talks/MIT99/sld035.htm
Large macroscopic array of mesoscopic quantum computers

MIT Reports to the President 199596

Physics of Computing 1998/99
3. Information theory and reversible computing. Reversible computing from AltaVista. Reversible logic. MIT Information Mechanics lab. MIT laboratory...
 MOLECULAR COMPUTING:

Molecular Computing, The Next Information Systems Revolution
Part 2 of an overview of a family of new technologies
that is soon going to turn the computer and
consumer electronics industries upside down. by Franco Vitaliano
 MORITA FROM JAPAN:

List of Selected Papers of Kenichi MORITA (Chronological Order, 1986  )
 MUZYCHENKO AND SYMMETRIC FUNCTIONS:
 O.N. Muzychenko, "Uniform and Regular Structures for
Realization of Symmetric Functions of the Algebra of Logic",
Automation and Remote Control, Vol. 59, No.4, 1998, pp. 581592
N
 NANOTECHNOLOGY:

Transhuman Technologies  Nanotechnology
 A Proposed MNT Active Cell
By Forrest Bishop Copyright (c) 1996,

Team uses groupware to build nanocomputer on the Net

http://vortex.tn.tudelft.nl/publi/1997/nano97/nano97.html

http://www.nanomedicine.com/6.5.html"
 Molecular Engineering and Nanotechnology Guides
 Nanotechnology
 sci.nanotech archives by thread
 sci.nanotech archives: Re: Update #5
 sci.nanotech archives by thread
O

P
 Y.N. Patt,
"A Complex Logic Module for the Synthesis of Combinational Switching Circuits",
Proc. 30 th AFIPS Spring Joint Computer Conf., 1967, pp. 699706.
 PERES:
 A. Peres,
"Reversible Logic and Quantum Computers", Physical Review A, 32 (1985), pp. 32663276. [31]
 PICTON:
 P. Picton,
"Optoelectronic, Multivalued, Conservative Logic", Int. Journal of Optical Computing, Vol. 2, 1991, pp. 1929.
 PICTON: MULTIPLE VALUED LOGIC JOURNAL
 Multiple Valued Logic Paper by Picton.
 P. Picton,
"Multivalued Sequential Logic Design Using Fredkin Gates", MVL Journal, vol.1, 1996, pp.241251.
 P. D. Picton,
"A Universal Architecture for MultipleValued Reversible Logic",
WWW link
 P. Picton,
"A Universal Architecture for Multiplevalued Reversible Logic," MVL Journal, 5 (2000), pp.2737.
 P. Picton, "Modified Fredkin Gates in Logic Design," Microelectronics Journal,
25 (1994), pp. 437441.
 PQLG  PORTLAND QUANTUM LOGIC GROUP:
 M. ChrzanowskaJeske, Y. Xu, and M. Perkowski,
``Logic Synthesis for a Regular Layout,'' VLSI Design, Vol. 10, No. 1, pp. 35  55, 1999.
 M. A. Perkowski,
"A Fundamental Theorem for EXOR Circuits," Proc. of IFIP W.G.
10.5 Workshop on Applications of the ReedMuller
Expansion in Circuit Design," Hamburg, Germany, September 1617, pp. 52  60, 1993.
 M. Perkowski, B. Falkowski, M. ChrzanowskaJeske, and R. Drechlser,
``Efficient Algorithms for Creation of LinearlyIndependent Decision
Diagrams and their Mapping to Regular Layouts''. VLSI Design. In print
 Marek Perkowski, Pawel Kerntopf, Andrzej Buller, Malgorzata ChrzanowskaJeske,
Alan Mishchenko, Xiaoyu Song, Anas AlRabadi, Lech Jozwiak, Alan Coppola,
"Regularity and Symmetry as a Base for Efficient Realization of Reversible Logic Circuits,"
submitted.
 M.A. Perkowski, M. ChrzanowskaJeske, and Y. Xu,
``MultiLevel Programmable Arrays for SubMicron Technology based on Symmetries,''
Proc. ICCIMA'98 Conference, pp. 707720, February 1998, Australia, published by World Scientific.
 M.A. Perkowski. A. AlRabadi, P. Kerntopf, M. ChrzanowskaJeske and A.Mishchenko,
"Three Dimensional Realization of MultiValued
Symmetric Functions using Reversible Logic". Submitted to ULSI 2001.
 M. Perkowski, P. Kerntopf, A. Buller, M. ChrzanowskaJeske, A. Mishchenko, X. Song, A. AlRabadi, L. Jozwiak, A. Coppola,
"Regular Realization of Symmetric Functions using Reversible Logic", submitted to EuroMicro 2001.
 E. Pierzchala, M. A. Perkowski, S. Grygiel,
"A Field Programmable Analog Arrray for Continuous, Fuzzy and MultiValued Logic
Applications," Proc. ISMVL'94, pp. 148  155, Boston, MA, May 2527, 1994.
 A. Sarabi, N. Song, M. ChrzanowskaJeske, M. A. Perkowski,
"A Comprehensive Approach to Logic Synthesis and Physical Design for Two
Dimensional Logic Arrays," Proc. DAC'94, San Diego, June 1994, pp. 321  326.
Q
 QUANTUM COMPUTATION:

http://www.physics.uq.edu.au:8001/people/toombes/Kane/index.htm
Solid State Nuclear Spin Quantum Computers, 2/06/98.

http://www.techweb.com/se/directlink.cgi?EET19980504S0062
EE Times, May 04, 1998, Issue: 1005, Section: News, Quantum computing takes practical leap
 Quantum Computation Archive

1.3 Quantum Computation

Amazon.com: Table of Contents: Introduction to Quantum Computers

XRCE People: Marc Dymetman
R
 M.R. Rayner, D.J. Newton, "On the Symmetry of Logic",
Journal of Physics A: Mathematical and General, 28 (1995), pp. 56235631.
 A.L. Ressler,
 Practical Circuits Using Conservative Reversible Logic, Bachelor's Thesis, MIT 1979.
 ROSKA:
 ROSKA:
Roska
 HARVEY RUBIN:

Harvey Rubin: Reversible Computation Using DNA
S
 PETER SHOR:

http://www.research.att.com/~shor/linklist.html
Peter Shor's Links, Quantum Computation Pages.
 SINGHAI: Bookmarks for Ashish Singhai
 SANTA FE:
 Santa Fe.
 G. Stix, "Riding the back of electrons"; Scientific American, 279 (September 1998), pp. 2021.
 J. Shamir, H. J. Caulfield,
 W. Micelli, W., and R.I. Seymour,
"Optical Computing and the Fredkin Gates", Applied Optics, 25, pp. 16041607, 1986.
 SMOLIN:
 J.A. Smolin, and D.P. DiVincenzo,
"Five TwoBit Quantum Gates are sufficient to Implement the Quantum Fredkin Gate", Physical Review A, 53, pp. 28552856.
 STANDORDBERKELEYMITIBM:

Stanford, Berkeley, MIT, IBM  NMR QUANTUM COMPUTATION PROJECT WEB PAGE.
 TSUTOMU SASAO:
Prof. Tsutomu Sasao, University of Kyushu, Japan:
HOMEPAGE
 Sasao and Kinoshita consider the gates where the number of 1's in the inputs
is equal to the number of 1's in the outputs. No fanout is permitted. Constant 1 is expensive.
In the last paper, they consider the case where
the number of 0's in the inputs is equal to the number of 0's
in the outputs in addition to the restrictions above.

TI = On magnetic bubble logic circuits
AU = Kinoshita, K., Sasao, T., Matsuda, J. (Dept. of Electronic Engng.,
Osaka Univ., Osaka, Japan)
SO = IEEE Trans. Comput. (USA), vol.C25, no.3, 24753, MARCH 1976
AB = This paper is concerned with the realisation of logic functions by
using twoinput magnetic bubble logic elements. A magnetic bubble logic
element is the multipleoutput logic element whose number of '1''s of
the output is equal to that of corresponding input, and fanout of each
output terminal of the element is restricted to one. In order to
realize some functions, it is necessary to use the generators which
correspond to constantsupplying elements. First, the number of
generators which are necessary and sufficient to realize an arbitrary
functions is obtained for a given set of elements. In particular, it is
shown that an arbitrary function can be realized by using I/sub B/
elements and at most two generators. Since the I/sub B/ element is a
universal element in the above sense and is considered to be rather
easily realized by magnetic bubble interactions, the I/sub B/ logic
circuits are mainly discussed. The I/sub B/ minimum circuit defined is
a circuit which consists of minimum number of generators and minimum
number of I/sub B/ elements. In the last half of this paper, it is
shown that the minimum circuits of most functions have the
characteristic circuit structure called '14 form.'.

TI = Cascade realization of 3input 3output conservative logic circuits
AU = Sasao, T., Kinoshita, K. (Dept. of Electronic Engng., Osaka Univ.,
Osaka, Japan)
SO = IEEE Trans. Comput. (USA), vol.C27, no.3, 21421, MARCH 1978
AB = A conservative logic element (CLE) is a multipleoutput logic element
whose weight of an input vector is equal to that of the corresponding
output vector, and is a generalized model of magnetic bubble logic
elements, fluid logic elements, and so on. This paper considers the
problem of realizing arbitrary 3input 3output conservative logic
elements (33 CLCs) by cascade connections of 3input 3output CLEs
called 'primitives'. It is shown that the necessary and sufficient
number of different primitives to realize an arbitrary 33 CLC is three
in the case when the crossovers of lines are permitted, and four in the
case when the crossovers of lines are not permitted.

TI = Realization of minimum circuits with twoinput conservative logic elements
AU = Sasao, T., Kinoshita, K. (Dept. of Electronic Engng., Osaka Univ., Osaka, Japan)
SO = IEEE Trans. Comput. (USA), vol.C27, no.8, 74952, Aug. 1978
AB = This correspondence is concerned with the realization of logical
functions by using two input three output conservative logic elements
called I/sub B/. A conservative logic element is a multipleoutput
logic element whose number of '1s' of the input is equal to that of the
corresponding output, and whose fan out of each output terminal is
restricted to one. In order to realize arbitrary functions, it is
necessary to use constantsupplying elements C/sub 1/s. The minimum
circuit is a circuit which consists of minimum number of C/sub 1/s and
minimum number of I/sub B/ elements. This correspondence gives lower
bounds on the number of I/sub B/ elements in the circuit and two
minimum decomposition theorems. These results are useful for the
verification of the minimality of a given circuit and for the
realization of minimum circuits. Several examples illustrate this.

TI = Conservative logic elements and their universality
AU = Sasao, T., Kinoshita, K. (Dept. of Electronic Engng., Osaka Univ., Osaka, Japan)
SO = IEEE Trans. Comput. (USA), vol.C28, no.9, 6825, Sept. 1979
AB = A conservative logic element (CLE) is a multipleoutput logic element
whose weight of an input vector is equal to that of the corresponding
output vector, and fanout of each output terminal is restricted to one.
A CLE is a generalized model of magnetic bubble logic elements,
etc. In order to realize an arbitrary function, it is necessary to use
constantsupplying elements (CSEs).
T

THERMODYNAMICS:
** MODERN DEVELOPMENTS IN THERMODYNAMICS ***
 AKHILESH TYAGI
 Iowa State. AKHILESH TYAGI
 TOMASSO TOFFOLI:
Dr. Tommaso Toffoli, MIT:
HOMEPAGE
 T. Toffoli,
"Reversible Computing", in Automata, Languages and Programming, Springer Verlag, 1980, pp. 632 644.
 T. Toffoli,
 Reversible Computing, MIT Lab for Computer Science, Technical memo MIT/LCS/TM151,
Feb 1980 (out of print, available from NTIS)
U

W
 Dr. Takao Waho, NTT System Electronics Lab., Japan:
EMAIL: waho@aecl.ntt.jp
Phone : +81462402907,
Fax : +81462402872
 P. Wayner,
"Silicon in Reverse", Byte Magazine, August 1994, page 67.
 WINTER:
Andreas Winter: Quantum Information

A workshop on the Physics of Computation was held
at MIT in 1981; the papers were printed in the April, June and December issues of the
1982 International Journal for Theoretical Physics, Volume 21.
V
 VARSHAVSKY:
 V. I. Varshavsky, "Logic Design and Quantum Challenge". Preprint from the author.
 VAZIRANI FROM BERKELEY

http://http.cs.berkeley.edu/~vazirani/qc.html
CS2942, Quantum Computation, Fall 1997, Professor Umesh Vazirani.
Very good and useful link, lectures in postscript.
 VIERI FROM MIT:

Carlin Vieri's MIT Thesis Defense on Reversible Computing

http://www.ai.mit.edu/~cvieri/reversible.html
MIT. Carlin Vieri from MIT Reversible logic webpage.
 PAUL VITANYI:
 Web Page of Paul Vitanyi. Reversible Computing
X

Y

T. Yang, K.R. Crounse, L.O. Chua,
"Application of Reversible DiscreteTime Cellular Neural Networks to Image Copyright Labeling",
Proceedings of IEEE Int. Workshop on Cellular Neural Networks and Their Applications,
(CNNA'96), pp.1924, Sevilla, 1996,
Z
 Dr. Zurek  Complexity, Entropy and the Physics of Information:
HOMEPAGE
 ZYVEX: REVERSIBLE LOGIC AND COMPUTATION:
 Reversible Logic From ZYVEX.
 Reversible Logic
Mirror of ZYVEX page.
 Reversible Logic
Collection of subjects, including Reversible Logic, chaos, and systems.
Ware's home page
J. UCS Articles by Author
Neumann, publications. References
Alternative or Advanced Computing
Interests
The Bit and the Pendulum: How the New Physics of Information is Revolutionizing
References
ENGINEERING RESOURCES ON INTERNET
Engineering Resources on the Internet (EELS), by Domain
Engineering Resources on the Internet (EELS), by Title
RS40
Computation without ERASE:
Academic links
Quantum Computing: An Introduction
Enzo's Lynx Bookmark file
Lotus Artificial Life  Questions about HAL
Amazon.com: buying info: The Bit and the Pendulum: How the New Physics of Info
Miscellaneous WWW pages
Without a title  DEPARTMENT OF ELECTRONICS AND INFORMATION SYSTEMS
AMULET Technical Links
http://www.links2go.com/more/www.sees.bangor.ac.uk/~schmuel/comp/comp.html
REVERSIBLE LOGIC THEORY

Reversible Logic And the Petri Gate

QCL  A Programming Language for Quantum Computers

Development of ATM interfaces
We intend to develop low level (physical layer, MAC layer) hardware for ATM networks.
In a diploma thesis a VHDL model of a framer (SDH/SONET) has been created.
On the basis of this component, we want to use synthesizable VHDL to describe the
lower level functionality  up to the Utopia interface  and generate the higher system
levels from our cTLA+ specification.
 Silicon in Reverse

http://orca.cs.byu.edu/450/F98/lectures/lect03/html/index.htm
CS 450: Introduction to Digital Signal and Image Processing

http://www.chip.pl/offline/199812/strona%2060%20%20sila%20%20wstep.htm
Polish link about quantum logic.
 http://dgleahy.com/dgl/p19.html
GRAVITATIONAL VS. QUANTUM LOGIC: VIRTUALLY LEFTHANDED TRINARY LOGIC
 http://wwwcse.ucsd.edu/~hdail/HTMT_html/sld009.htm
Slides from USCD.

http://www.ue.eti.pg.gda.pl/WA/K21/QC/dok0100.html
Komputer kwantowy  spis tresci

http://xyz.plh.af.mil/Bookmarks/Bookmarks_index.html
Quantum Computation for Physical Modeling. Air Force Research Laboratory

http://www.nevis.columbia.edu/~willis/
PHYS 1403 Web page with Power Point slides.

http://www.theory.caltech.edu/people/preskill/ph229/#lecture
Lecture notes from Caltech.

http://webug.physics.uiuc.edu/courses/phys150/spring00/
Slides from lectures Physics 150 from UIUC.

http://lagrange.unipaderborn.de/~ziegler/qlogic.html#qlogic
Quantum Logic : Order Structures in Quantum Mechanics,
University of Paderborn, Germany.

http://www.physics.uq.edu.au/people/toombes/toombes.html
Slides from a short talk on Quantum Computing from June 1998. Queensland.
 http://world.std.com/~wware/