János Pintz (Hungarian pronunciation: [ˈjaːnoʃ ˈpints]; born 20 December 1950 in Budapest) is a Hungarian mathematician working in analytic number theory...

analytic number theory. It is named after the mathematicians Dan Goldston, János Pintz and Cem Yıldırım. They used it in 2005 to show that there are infinitely...

large even number is the sum of two primes and at most K powers of 2. János Pintz and Imre Ruzsa found in 2020 that K = 8 works. Assuming the generalized...

where γ {\displaystyle \gamma } is the Euler–Mascheroni constant. János Pintz has suggested that the limit sup may be infinite, and similarly Leonard...

consequences. One striking one is the result announced by Dan Goldston, János Pintz, and Cem Yıldırım, which shows (assuming this conjecture) that there...

result, due to Baker, Harman and Pintz in 2001, shows that θ may be taken to be 0.525. In 2005, Daniel Goldston, János Pintz and Cem Yıldırım proved that...

Mathematical Sciences Research Institute in Berkeley (1999). In 2009, Goldston, János Pintz, and Cem Yıldırım proved: lim inf n → ∞ p n + 1 − p n log ⁡ p n = 0 {\displaystyle...

graphs with bounded degrees. Komlós worked on Heilbronn's problem; he, János Pintz and Szemerédi disproved Heilbronn's conjecture. Komlós also wrote highly...

member at Boğaziçi University in Istanbul, Turkey. In 2009, Dan Goldston, János Pintz, and Yıldırım proved that for any positive number ε there exist primes...

applications II. The exceptional set in Goldbach's problem". arXiv:1804.09084. Pintz, János. "An Approximate Formula for Goldbach's Problem with Applications" (PDF)...