In number theory, Zsigmondy's theorem, named after Karl Zsigmondy, states that if a > b > 0 {\displaystyle a>b>0} are coprime integers, then for any integer...

computable, he provided no numerical values for them. It follows from Zsigmondy's theorem that p(1,d) ≤ 2d − 1, for all d ≥ 3. It is known that p(1,p) ≤ Lp...

theory) Wilson's theorem (number theory) Wolstenholme's theorem (number theory) Zeckendorf's theorem (number theory) Zsigmondy's theorem (number theory)...

mathematician, after whom Zsigmondy's theorem is named. Huszár G (1989). "[The role of the life and works of Adolf Zsigmondy and Ottó Zsigmondy in the history of...

. (sequence A246556 in the OEIS) Zsigmondy's theorem Yabuta, Minoru (2001). "A simple proof of Carmichael's theorem on primitive divisors" (PDF). Fibonacci...

Emil Zsigmondy (11 August 1861 – 6 August 1885) was an Austrian physician and mountaineer. Zsigmondy's parents were Hungarians: Adolf Zsigmondy, born in...

the aliquot sequence (63, 41, 1, 0) within the 41-aliquot tree. Zsigmondy's theorem states that where a > b > 0 {\displaystyle a>b>0} are coprime integers...

Bang's theorem may refer to: The solution to Tarski's plank problem by Thøger Bang (1917–1997) A special case of Zsigmondy's theorem, on unique divisors...

discovered Zsigmondy's theorem in 1892. He was the brother of the mountain climber Emil Zsigmondy and the Nobel Laureate chemist Richard Adolf Zsigmondy. K....

{\displaystyle m<n} , except for a small number of exceptions as stated in Zsigmondy's theorem) which occur seemingly at random, and it is these which the number...

first cousin once removed Karl Zsigmondy was the discoverer of the Zsigmondy's theorem in mathematics. His grandfather Pál was the one who established the...

p^{2}} does not divide Φ n ( b ) . {\displaystyle \Phi _{n}(b).} Zsigmondy's theorem implies that the only cases where b > 1 and h = 1 are Φ 1 ( 2 ) =...

does not divide Wm for all m < n. This statement is an analogue of Zsigmondy's theorem. An EDS over a finite field Fq, or more generally over any field...

(Mach number) Lise Meitner, physicist Karl Menger, mathematician (Menger's theorem, Menger sponge); son of Carl Menger) Ronald Micura, chemist Richard von...

essayist David Hilbert (1862–1943), mathematician, worked on Hilbert's basis theorem Hermann Minkowski, (1864–1909), mathematician, developed the geometry of...

Pythagoras Mathematics (c. 570-c. 495 BC). Best known for the Pythagorean theorem which bears his name. 8 Eupalinos Engineering an ancient Greek engineer...