Matija Kazalicki

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All published works

Action	Title	Year	Authors
+	Rational Diophantine sextuples with strong pair	2025	Andrej Dujella Matija Kazalicki Vinko Petričević
+ PDF Chat	Murmurations of Mestre–Nagao sums	2024	Zvonimir Bujanović Matija Kazalicki Lukas Novak
+ PDF Chat	Murmurations of Mestre-Nagao sums	2024	Zvonimir Bujanović Matija Kazalicki Lukas Novak
+ PDF Chat	Rational Diophantine sextuples with strong pair	2024	Andrej Dujella Matija Kazalicki Vinko Petričević
+ PDF Chat	Ranks of elliptic curves and deep neural networks	2023	Matija Kazalicki Domagoj Vlah
+	Ranks of elliptic curves and deep neural networks	2022	Matija Kazalicki Domagoj Vlah
+	Quadratic twists of genus one curves and Diophantine quintuples	2022	Matija Kazalicki
+	Rational <mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" display="inline" id="d1e20" altimg="si13.svg"><mml:mrow><mml:mi>D</mml:mi><mml:mrow><mml:mo>(</mml:mo><mml:mi>q</mml:mi><mml:mo>)</mml:mo></mml:mrow></mml:mrow></mml:math>-quadruples	2021	Goran Dražić Matija Kazalicki
+	Diophantine triples and K3 surfaces	2021	Matija Kazalicki Bartosz Naskręcki
+ PDF Chat	D(n)-quintuples with square elements	2021	Andrej Dujella Matija Kazalicki Vinko Petričević
+ PDF Chat	Elliptic curves with torsion groups $${ \mathbb {Z}}/ 8 {\mathbb {Z} } $$ and $${ \mathbb {Z}}/ 2 {\mathbb {Z}} \times {\mathbb {Z}}/ 6 {\mathbb {Z}}$$	2021	Andrej Dujella Matija Kazalicki Juan Carlos Peral
+	Diophantine triples and K3 surfaces	2021	Matija Kazalicki Bartosz Naskręcki
+ PDF Chat	Rational Diophantine sextuples containing two regular quadruples and one regular quintuple	2021	Andrej Dujella Matija Kazalicki Vinko Petričević
+ PDF Chat	Diophantine m-tuples in finite fields and modular forms	2021	Andrej Dujella Matija Kazalicki
+	Diophantine triples and K3 surfaces	2021	Matija Kazalicki Bartosz Naskręcki
+	D(n)-quintuples with square elements	2020	Andrej Dujella Matija Kazalicki Vinko Petričević
+	Rational $D(q)$ quadruples	2020	Goran Dražić Matija Kazalicki
+	Second moments and the bias conjecture for the family of cubic pencils	2020	Matija Kazalicki Bartosz Naskręcki
+	Rational D(q)-quadruples	2020	Goran Dražić Matija Kazalicki
+	Rational $D(q)$-quadruples	2020	Goran Dražić Matija Kazalicki
+ PDF Chat	Congruences for sporadic sequences and modular forms for non-congruence subgroups	2019	Matija Kazalicki
+	Rational Diophantine sextuples with square denominators	2019	Andrej Dujella Matija Kazalicki Vinko Petričević
+	Congruences for sporadic sequences and modular forms for non-congruence subgroups	2019	Matija Kazalicki
+	Congruences for sporadic sequences and modular forms for non-congruence subgroups	2019	Matija Kazalicki
+	Corrigendum to “On a special case of Watkins’ conjecture”	2018	Matija Kazalicki Daniel Kohen
+	On a special case of Watkins’ conjecture	2017	Matija Kazalicki Daniel Kohen
+ PDF Chat	Supersingular zeros of divisor polynomials of elliptic curves of prime conductor	2017	Matija Kazalicki Daniel Kohen
+	More on Diophantine Sextuples	2017	Andrej Dujella Matija Kazalicki
+	On a special case of Watkins' conjecture	2016	Matija Kazalicki Daniel Kohen
+	Supersingular zeros of divisor polynomials of elliptic curves of prime conductor	2016	Matija Kazalicki Daniel Kohen
+ PDF Chat	There Are Infinitely Many Rational Diophantine Sextuples	2016	Andrej Dujella Matija Kazalicki Miljen Mikić Márton Szikszai
+	Supersingular zeros of divisor polynomials of elliptic curves of prime conductor	2016	Matija Kazalicki Daniel P. Kohen
+	On a special case of Watkins' conjecture	2016	Matija Kazalicki Daniel P. Kohen
+ PDF Chat	Modular forms, de Rham cohomology and congruences	2015	Matija Kazalicki A. J. Scholl
+ PDF Chat	Modular parametrizations of certain elliptic curves	2014	Matija Kazalicki Yuichi Sakai Koji Tasaka
+ PDF Chat	Modular forms, hypergeometric functions and congruences	2013	Matija Kazalicki
+	Modular forms, de Rham cohomology and congruences	2013	Matija Kazalicki A. J. Scholl
+	Modular forms, hypergeometric functions and congruences	2013	Matija Kazalicki
+	Modular forms, hypergeometric functions and congruences	2013	Matija Kazalicki
+	Modular forms, de Rham cohomology and congruences	2013	Matija Kazalicki A. J. Scholl
+	Congruent numbers and congruences between half-integral weight modular forms	2012	Matija Kazalicki
+	Modular parametrizations of certain elliptic curves	2012	Matija Kazalicki Yuichi Sakai Koji Tasaka
+	2-adic properties of modular functions associated to Fermat curves	2011	Matija Kazalicki
+ PDF Chat	2-adic and 3-adic part of class numbers and properties of central values of L-functions	2011	Matija Kazalicki
+	LINEAR RELATIONS FOR COEFFICIENTS OF DRINFELD MODULAR FORMS	2008	Matija Kazalicki
+	Zeros of certain Drinfeld modular functions	2007	Matija Kazalicki

Common Coauthors

Coauthor	Papers Together
Andrej Dujella	10
Vinko Petričević	6
Daniel Kohen	5
Bartosz Naskręcki	4
A. J. Scholl	3
Goran Dražić	3
Yuichi Sakai	2
Koji Tasaka	2
Domagoj Vlah	2
Zvonimir Bujanović	2
Daniel P. Kohen	2
Lukas Novak	2
Goran Dražić	1
Miljen Mikić	1
Juan Carlos Peral	1
Márton Szikszai	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	There are only finitely many Diophantine quintuples	2004	Andrej Dujella	10
+	Some rational Diophantine sextuples	2006	Philip Gibbs	9
+ PDF Chat	There Are Infinitely Many Rational Diophantine Sextuples	2016	Andrej Dujella Matija Kazalicki Miljen Mikić Márton Szikszai	9
+	There is no Diophantine quintuple	2018	Bo He Alain Togbé Volker Ziegler	9
+	What is a Diophantine $m$-tuple?	2016	Andrej Dujella	8
+	More on Diophantine Sextuples	2017	Andrej Dujella Matija Kazalicki	7
+ PDF Chat	On Diophantine quintuples	1997	Andrej Dujella	7
+ PDF Chat	Diophantine m-tuples in finite fields and modular forms	2021	Andrej Dujella Matija Kazalicki	6
+	The Web of Modularity: Arithmetic of the Coefficients of Modular Forms and 𝑞-series	2003	Ken Ono	6
+	The l-adic representations attached to a certain noncongruence subgroup.	1988	A.J. Scholl	6
+	On Atkin–Swinnerton-Dyer congruence relations	2004	Wen-Ching Winnie Li Линг Лонг Zifeng Yang	5
+	Introduction to the Arithmetic Theory of Automorphic Functions	1972	Marvin Tretkoff Goro Shimura	5
+	Modular forms and de Rham cohomology; Atkin-Swinnerton-Dyer congruences	1985	A. J. Scholl	5
+	Rational Diophantine sextuples with square denominators	2019	Andrej Dujella Matija Kazalicki Vinko Petričević	5
+	Modular Forms on Noncongruence Subgroups	1987	A. J. Scholl	5
+ PDF Chat	Doubly regular Diophantine quadruples	2020	Andrej Dujella Vinko Petričević	5
+	Diophantos of Alexandria: A Study in the History of Greek Algebra	1964	Thomas L. Heath	4
+ PDF Chat	Diophantus of Alexandria: a Study in the History of Greek Algebra	1911	G. B. M.	4
+	Formes modulaires et représentations e-adiques	2006	Pierre Deligne	4
+	CONGRUENCES RELATED TO MODULAR FORMS	2010	Helena Verrill	4
+ PDF Chat	Rational Diophantine sextuples with mixed signs	2009	Andrej Dujella	4
+	Advanced Topics in the Arithmetic of Elliptic Curves	1994	Joseph H. Silverman	4
+ PDF Chat	Rational Diophantine sextuples containing two regular quadruples and one regular quintuple	2021	Andrej Dujella Matija Kazalicki Vinko Petričević	4
+	Gauss and Jacobi sums	1998	Bruce C. Berndt Kenneth S. Williams Ronald J. Evans	4
+	On the modularity of elliptic curves over 𝐐: Wild 3-adic exercises	2001	Christophe Breuil Brian Conrad Fred Diamond Richard Taylor	4
+	On the Picard-Fuchs equation and the formal brauer group of certain ellipticK3-surfaces	1985	Jan Stienstra Frits Beukers	4
+ PDF Chat	The Arithmetic of Elliptic Curves	1986	Joseph H. Silverman	4
+	The Magma Algebra System I: The User Language	1997	Wieb Bosma John Cannon Catherine Playoust	4
+	The Arithmetic of Elliptic Curves	2009	Joseph H. Silverman	3
+ PDF Chat	Rational Points on Modular Elliptic Curves	2003	Henri Darmon	3
+ PDF Chat	On Atkin and Swinnerton-Dyer congruence relations (2)	2007	A. O. L. Atkin Wen-Ching Winnie Li Линг Лонг	3
+ PDF Chat	Generalization of a problem of Diophantus	1993	Andrej Dujella	3
+ PDF Chat	Diagonal genus 5 curves, elliptic curves over $\mathbb {Q}(t)$, and rational diophantine quintuples	2019	Michael Stoll	3
+	Another congruence for the Apéry numbers	1987	Frits Beukers	3
+	Integral solutions of Apéry-like recurrence equations	2009	Don Zagier	3
+ PDF Chat	A heuristic for boundedness of ranks of elliptic curves	2019	Jennifer Park Bjorn Poonen John Voight Melanie Matchett Wood	3
+ PDF Chat	Modular Forms For Noncongruence Subgroups	2005	Wen-Ching Winnie Li Линг Лонг Zifeng Yang	3
+	Rang moyen de familles de courbes elliptiques et lois de Sato-Tate	1995	Philippe Michel	3
+	On the rank of an elliptic surface	1998	Michael Rosen Joseph H. Silverman	3
+	On a problem of Diophantus for rationals	2012	Andrej Dujella Clemens Fuchs	3
+	Nonexistence of D(4)-quintuples	2018	Marija Bliznac Trebješanin Alan Filipin	3
+ PDF Chat	THE EQUATIONS 3<i>x</i><sup>2</sup>−2 = <i>y</i><sup>2</sup> AND 8<i>x</i><sup>2</sup>−7 = <i>z</i><sup>2</sup>	1969	A. Baker H. Davenport	3
+	Elliptic Fibrations on the Modular Surface Associated to Γ 1(8)	2013	Marie José Bertin Odile Lecacheux	3
+ PDF Chat	Computing the Modular Degree of an Elliptic Curve	2002	Mark E. Watkins	3
+ PDF Chat	Diophantine $m$-tuples and elliptic curves	2001	Andrej Dujella	3
+ PDF Chat	One- and two-level densities for rational families of elliptic curves: evidence for the underlying group symmetries	2004	Steven J. Miller	3
+ PDF Chat	Modular forms, de Rham cohomology and congruences	2015	Matija Kazalicki A. J. Scholl	3
+	A Survey of Rational Diophantine Sextuples of Low Height	2016	Philip Gibbs	3
+	None	1996	Dan Abramovich	2
+ PDF Chat	Supercongruences for the Catalan–Larcombe–French numbers	2010	Frazer Jarvis Helena Verrill	2