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Billiard-ball computer
Known as:
Billiard ball computer
, Billiard ball computing
, Conservative logic
A billiard-ball computer, also known as a conservative logic circuit, is an idealized model of a reversible mechanical computer based on Newtonian…
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Related topics
Related topics
17 relations
Andrew Adamatzky
Block cellular automaton
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Papers overview
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2014
2014
Reversible Gate Based Testable Sequential Circuits
K. Sri
,
M. Mano
,
G.Selvapriya
2014
Corpus ID: 62518373
Testing of Sequential circuits can be done by two test vectors (all 1’s and all 0’s) if the circuits were based on the…
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2012
2012
Realizing Reversible Logic Elements with Memory in the Billiard Ball Model
Y. Mukai
,
K. Morita
International Journal of Unconventional Computing
2012
Corpus ID: 2724431
2009
2009
Q-balls in the regularized signum-Gordon model
J. Lis
2009
Corpus ID: 119186726
The regularized signum-Gordon potential has a smooth minimum and is linear in the modulus of the field value for higher…
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2008
2008
06 12 15 9 v 1 1 3 D ec 2 00 6 Properties and signatures of supersymmetric Q-balls
A. Kusenko
2008
Corpus ID: 12669258
Supersymmetric extensions of the Standard Model predict the existence of Q-balls with baryon and lepton numbers. Stable Q-balls…
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2005
2005
Experimental hydrodynamics of spherical projectiles impacting on a free surface using high speed imaging techniques
S. M. Laverty
2005
Corpus ID: 16097847
This thesis looks at the hydrodynamics of spherical projectiles impacting the free surface using a unique experimental WebLab…
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2004
2004
LBNL-54228 M-theory and E 10 : Billiards , Branes , and Imaginary Roots
Jeffrey Brown
,
O. Ganor
,
C. Helfgott
2004
Corpus ID: 819588
Eleven dimensional supergravity compactified on T 10 admits classical solutions describing what is known as billiard cosmology…
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1998
1998
About the Universality of the Billiard ball model
J. Durand-Lose
Machines, Computations, and Universality
1998
Corpus ID: 2323352
Block cellular automata (BCA) make local, parallel, synchronous and uniform updates of innnite lattices. In the one-dimensional…
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1997
1997
Embedding Cellular Automata into Reversible Ones
P. Hertling
1997
Corpus ID: 15032292
To oli showed that every cellular automaton of an arbitrary dimension d can be embedded into a reversible cellular automaton of…
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1996
1996
Penumbra diffraction in the quantization of concave billiards
H. Primack
,
H. Schanz
,
U. Smilansky
,
Iddo Ussishkin
1996
Corpus ID: 17117544
The semiclassical description of billiard spectra is extended to include the diffractive contributions from orbits which are…
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1982
1982
A LOCAL-COMPOSITION EQUATION OF STATE FOR ASYMMETRIC MIXTURES
W. Whiting
,
J. Prausnitz
1982
Corpus ID: 103771940