Aleksandar Ivić

E861474

Aleksandar Ivić is a Serbian mathematician renowned for his contributions to analytic number theory, particularly his extensive work on the Riemann zeta function.

Jump to: Statements Referenced by

Statements (42)

Predicate Object
instanceOf Serbian mathematician
human
mathematician
areaOfExpertise exponential sums in number theory
moments of the Riemann zeta function
zero distribution of the Riemann zeta function
zeta and L-functions
countryOfCitizenship Serbia NERFINISHED
familyName Ivić NERFINISHED
fieldOfWork analytic number theory
mathematics
number theory
givenName Aleksandar NERFINISHED
hasAcademicDiscipline analytic number theory
pure mathematics
hasPublishedIn Acta Arithmetica NERFINISHED
Journal of Number Theory NERFINISHED
Mathematical Proceedings of the Cambridge Philosophical Society NERFINISHED
Mathematika NERFINISHED
hasResearchFocus error terms in prime number theory
mean value theorems in analytic number theory
properties of the Riemann zeta function on the critical line
hasWritten research monographs on analytic number theory
survey articles on the Riemann zeta function
influencedBy Atle Selberg NERFINISHED
G. H. Hardy NERFINISHED
Ivan Matveevich Vinogradov NERFINISHED
isRenownedFor contributions to analytic number theory
extensive work on the Riemann zeta function
knownFor work on the Riemann zeta function
languageOfWorkOrName English
Serbian
name Aleksandar Ivić NERFINISHED
nationality Serbian
notableWork Mean Values of the Riemann Zeta-Function NERFINISHED
The Riemann Zeta-Function: Theory and Applications NERFINISHED
The Theory of Hardy’s Z-Function NERFINISHED
occupation mathematician
researchInterest Dirichlet series NERFINISHED
Riemann zeta function NERFINISHED
distribution of prime numbers
mean values of zeta and L-functions

Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.