- Yuri
Vladimirovich Matiyasevich, (Russian: Ю́рий Влади́мирович Матиясе́вич; born 2
March 1947 in Leningrad) is a
Russian mathematician and
computer scientist...
-
defines the set of
pairs (x1, x2) such that x1 < x2.
Matiyasevich's theorem, also
called the
Matiyasevich–Robinson–Davis–Putnam or MRDP theorem, says: Every...
-
combined work of
Martin Davis, Yuri
Matiyasevich,
Hilary Putnam and
Julia Robinson that
spans 21 years, with
Matiyasevich completing the
theorem in 1970....
-
Mikhail Stepanovich Matiyasevich (Matiasevich) (Smolensk, May 23 [June 4] 1878 – Kyiv,
August 5, 1941) was a
Soviet military commander, who
commanded several...
-
hypothesis cannot be
proven from ZFC. In 1970,
Russian mathematician Yuri
Matiyasevich showed that Hilbert's
Tenth Problem,
posed in 1900 as a
challenge to...
- also
published the
algorithm jointly in 1977. Independently, in 1969,
Matiyasevich discovered a
similar algorithm,
coded by a two-dimensional
Turing machine...
-
actions of the 35th
Division of the 5th Red Army (commander
Mikhail Matiyasevich), Far
Eastern Republic and
Mongolian People's
Party troops, and was forced...
- 1000, 1010, 1110.
There is an
equivalent statement about subsets. Yuri
Matiyasevich was able to show that the
Fibonacci numbers can be
defined by a Diophantine...
- Poincaré
conjecture (one of the
seven Millennium Prize Problems), and Yuri
Matiyasevich gave a
negative solution of Hilbert's
tenth problem. G
denotes an IMO...
- formulas.
Because the set of
primes is a com****bly
enumerable set, by
Matiyasevich's theorem, it can be
obtained from a
system of
Diophantine equations....
