-
Magdolna "Magdi"
Rúzsa (Hungarian pronunciation: [ˈmɒɡdolnɒ ˈruːʒɒ]; Serbian: Магдолна Ружа, romanized: Magdolna Ruža; born 28
November 1985) is a Hungarian...
- In
additive combinatorics, the Plünnecke–
Ruzsa inequality is an
inequality that
bounds the size of
various sumsets of a set B {\displaystyle B} , given...
-
Ruzsa is a
village in Csongrád county, in the
Southern Great Plain region of
southern Hungary. It
covers an area of 84.68 km2 (33 sq mi) and has a po****tion...
- Much
interest in it, and applications,
stemmed from a new
proof by Imre Z.
Ruzsa (1992,1994). Mei-Chu
Chang proved new
polynomial estimates for the size...
- Imre Z.
Ruzsa (born 23 July 1953) is a
Hungarian mathematician specializing in
number theory. He
graduated from the Eötvös Loránd
University in 1976....
- In
additive combinatorics, the
Ruzsa triangle inequality, also
known as the
Ruzsa difference triangle inequality to
differentiate it from some of its variants...
- In
combinatorial mathematics and
extremal graph theory, the
Ruzsa–Szemerédi
problem or (6,3)-problem asks for the
maximum number of
edges in a
graph in...
- 2005.
Ruzsa 2000, p. 16. Rouse,
David L. (2005). "Sentences,
Statements and Arguments" (PDF). A
Practical Introduction to
Formal Logic.
Ruzsa, Imre (2000)...
- d(A,B)=\log {\dfrac {|A-B|}{\sqrt {|A||B|}}}.} The
Ruzsa triangle inequality ****erts that the
Ruzsa distance obeys the
triangle inequality: d ( B , C )...
-
Relevance Ruzsa 2000, p. 10
Ruzsa 2000, p. 13
Ruzsa 2000, p. 12
Ruzsa 2000, p. 21
Ruzsa 2000, p. 22
Ruzsa 2000, p. 24
Ruzsa 2000, pp. 22–23
Ruzsa 2000, pp...
