Question 1

What does J. Pintz research?

Accepted Answer

J. Pintz publishes mostly in Algebra and Number Theory, Geometry and Topology and Discrete Mathematics and Combinatorics, on topics such as Analytic Number Theory Research, Limits and Structures in Graph Theory and History and Theory of Mathematics.

Question 2

Which keywords describe J. Pintz's research?

Accepted Answer

The keywords of their largest research topics: Modular Forms, Number Theory, L-Functions, Primes, Graph Limits, Szemerédi's Theorem, Historical Sources and Mathematics Education.

Question 3

Where does J. Pintz work?

Accepted Answer

J. Pintz's main affiliation in the publication record is Hungarian Academy of Sciences, Hungary.

Question 4

How many publications and citations does J. Pintz have?

Accepted Answer

OpenAlex counts 146 works and 2,653 citations for J. Pintz, an h-index of 27, ranking #1,050,959 of 7,710,434 researchers worldwide on the quality score.

Question 5

Is J. Pintz's h-index high?

Accepted Answer

An h-index of 27 is at or above that of 98% of the 4,730 ranked researchers whose main subfield is Algebra and Number Theory, which is in the top 2.9%.