-
Margenstern (1991)
cites Robinson (1979) and
Heyworth (1980) for the name "panarithmic numbers".
Sigler (2002).
Hausman &
Shapiro (1984);
Margenstern...
-
practical numbers, a prime-like
sequence of integers, was
stated by
Margenstern in 1984, and
proved by
Melfi in 1996:
every even
number is a sum of two...
- 292–335. doi:10.1515/crll.1873.75.292. ISSN 0075-4102. S2CID 121698536.
Margenstern,
Maurice (4
January 2011). "Coordinates for a new
triangular tiling of...
- the
language 0*. Wagner,
Klaus W. (2005). "Leaf
Language classes". In
Margenstern,
Maurice (ed.). Machines, Com****tions, and Universality.
Lecture Notes...
- (1983).
Sutner (1991).
Amoroso &
Cooper (1970);
Skyum (1975).
Margenstern (2009).
Margenstern credits the
result jointly to
himself and
Jarkko Kari. Ceccherini-Silberstein...
- Comput. Syst. Sci. 6 (5): 373–388. doi:10.1016/S0022-0000(72)80009-6.
Margenstern,
Maurice (2007).
Cellular Automata in
Hyperbolic Spaces – Tome I, Volume...
- and M.
Margenstern (2010)
provided a
mathematical proof based on a
result by L.
Pavlotskaya in 1973 (not
published but
mentioned in
Margenstern article);...
- pre-publication
draft of
section 7.1.3 see in
particular pp. 36–39.
Margenstern,
Maurice (2008).
Cellular Automata in
Hyperbolic Spaces.
Advances in...
- (Kenneth),
Allan Jeayes (Sir
Jeffrey Brock),
Frederick Schiller (Leo
Margenstern), John
Miller (Henry March),
Raymond Rollett (Sir
Marcus Connon), Dennis...
- and Universality:
Third International Conference.
edited by
Maurice Margenstern,
Yurii Rogozhin. (see p 41)
Anirban Pathak,
Elements of
Quantum Com****tion...
