-
Dmitry Semionovitch Mirimanoff (Russian: Дми́трий Семёнович Мирима́нов; 13
September 1861, Pereslavl-Zalessky,
Russia – 5
January 1945, Geneva, Switzerland)...
- In
number theory, a
branch of mathematics, a
Mirimanoff's congruence is one of a
collection of
expressions in
modular arithmetic which, if they hold, entail...
- negation. The
study of non-well-founded sets was
initiated by
Dmitry Mirimanoff in a
series of
papers between 1917 and 1920, in
which he
formulated the...
-
Dmitry Mirimanoff.
Mirimanoff called a set x "regular" (French: ordinaire) if
every descending chain x ∋ x1 ∋ x2 ∋ ... is finite.
Mirimanoff however...
-
Constructible universe Grothendieck universe Inaccessible cardinal S (set theory)
Mirimanoff 1917;
Moore 2013, pp. 261–262;
Rubin 1967, p. 214.
Roitman 2011, p. 136...
-
number records. New York: Springer-Verlag. p. 347. ISBN 0-387-94457-5. "
Mirimanoff's Congruence:
Other Congruences".
Retrieved 26
January 2011. Gallot, Y...
-
found in Cantor's
letter to
Dedekind [1899] and in
Mirimanoff [1917].
Maddy cites two
papers by
Mirimanoff, "Les
antinomies de
Russell et de Burali-Forti...
- case of two rods and two
clocks moving in
opposite direction.
Dmitry Mirimanoff (1921)
showed that
there is
always a
median frame with
respect to two...
- and saint.
Pavel Kolendas, (1820-??)
Russian portrait painter Dmitry Mirimanoff (1861–1945) mathematician,
contributed to
axiomatic set
theory Dmitry...
- well-ordering of any class, see
Kanamori 2009, p. 53. In 1917,
Dmitry Mirimanoff published a form of
replacement based on
cardinal equivalence. In 1928...