2024 Dujella

Dujella

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August undefined, 2024

Web31 mag 2013 · Elliptic curves with torsion group Z/8Z or Z/2Z x Z/6Z. Andrej Dujella, Juan Carlos Peral. We show the existence of families of elliptic curves over Q whose generic rank is at least 2 for the torsion groups Z/8Z and Z/2Z x Z/6Z. Also in both cases we prove the existence of infinitely many elliptic curves, which are parameterized by the points ... WebPost di Andrej Dujella Andrej Dujella Professor at Department of Mathematics, University of Zagreb, Full Member of the Croatian Academy of Sciences and Arts 3 mesi Segnala post Segnala Segnala. Indietro Invia. Doctor Honoris Causa of …

Andrej Dujella - Professor - Department of Mathematics

WebAndrej Dujella is professor at the University of Zagreb and Fellow of the Croatian Academy of Sciences and Arts. He received a PhD in mathematics from the University of Zagreb in 1996 and Doctor Honoris Causa of University of Debrecen in 2024. His research interests include Diophantine equations, elliptic curves, polynomial root separation, and … WebDortujla is a banished Bene Gesserit Reverend Mother on Buzzell, having been sent to the cold aquatic planet years before as punishment for the so-called "Jessica crime" — a … huth st green bay wi

Publications of Andrej Dujella

Webcurves. Dujella begins with familiar material showing that an elliptic curve can have either one component when drawn in the plane, such as y2 = x3 – 3x + 18 does, or two components, such as y2 = x3 – 9x does; he then explains how dening an operation of addition on the points of an elliptic curve E results in E be-coming an abelian group. WebPost di Andrej Dujella Andrej Dujella Professor at Department of Mathematics, University of Zagreb, Full Member of the Croatian Academy of Sciences and Arts 3 mesi Segnala post … Web12 mar 2015 · We exhibit several families of elliptic curves with torsion group isomorphic to $ \\Z/6\\Z$ and generic rank at least $3$. Families of this kind have been constructed previously by several authors: Lecacheux, Kihara, Eroshkin and Woo. We mention the details of some of them and we add other examples developed more recently by Dujella … huth stefan

Dujella

WebA. Dujella, Diophantine triples and construction of high-rank elliptic curves over Q with three non-trivial 2-torsion points, Rocky Mountain J. Math. 30 (2000), 157-164. A. Dujella, Irregular Diophantine m-tuples and elliptic curves of high rank, Proc. Japan Acad. Ser. A … Web6 set 2024 · The author, Andrej Dujella, is a professor of mathematics at the University of Zagreb and a fellow of the Croatian Academy of Sciences who specializes in the study of …

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Web20 feb 2004 · Andrej Dujella. Extending the classical Legendre's result, we describe all solutions of the inequality x - a/b < c/b^2 in terms of convergents of continued fraction expansion of x. Namely, we show that a/b = (rp_ {m+1} +- sp_m) / (rq_ {m+1} +- sq_m) for some nonnegative integers m,r,s such that rs < 2c. As an application of this result, we ... WebDruella is an important character in the Monster Girl Encyclopedia and the main antagonist of its side story: Fallen Maiden. Like her mother, she is bent on breaking the Chief God's …

WebAndrej Dujella od nule, onda postoji samo konačno mnogo zajedničkih djelitelja od b i c. Najveći medu njima zove se najveći zajednički djelitelj od b i c i označava se s (b, c). Slično se definira najveći zajednički djelitelj brojeva b 1 , b 2 , . . . , b n koji nisu svi jednaki nuli, te se označava s (b 1 , b 2 , . . . , b n ). WebAndrej Dujella u Novigradu. Roden sam u Puli. Najranije djetinjstvo proveo sam u- Zminju u Istri. Nakon povratkaˇ obitelji u rodni kraj mojih roditelja, prvih sedam razreda osnovne ˇskole poha dao sam-u Novigradu Dalmatinskom. Najprije u staroj ˇskoli u prostoru stare zupne crkve, a odˇ tre´ceg razreda u novoizgradenoj- ˇskoli.

Web1 apr 2024 · Andrej Dujella is a professor of mathematics at the University of Zagreb, Fellow of the Croatian Academy of Sciences and Arts and … WebDurella, real name Oluwadamilare, (meaning: The Lord has rewarded me) was born in Zaria, Kaduna State. He grew up in Mushin and Ajegunle, and studied insurance before …

WebJosip Dujella. The clinical spectrum of rickettsioses in patients admitted to our hospital (Department of Infectious Diseases, General Hospital of Zadar) from 1983 to 1988 has …

Web29 nov 2016 · By the results of Kenku and Momose [] and Kamienny [], there are exactly 26 possibilities for the torsion group of elliptic curves defined over quadratic fields.Several authors constructed elliptic curves with reasonably large rank and given torsion group over quadratic fields (see [2, 6, 14, 22, 27, 28]).The current records can be found on the web … huth stephanie trennfurtWebSimon Donald* Search in all parts of an author's name (results contain Simon, Donald M. and Donaldson, Simon Kirwan). huth sterneWebcurves. Dujella begins with familiar material showing that an elliptic curve can have either one component when drawn in the plane, such as y2 = x3 – 3x + 18 does, or two … huth street labradorWebAndrej Dujella TEORIJA BROJEVA I KRIPTOGRAFIJA. Andrej Dujella TEORIJA BROJEVA I KRIPTOGRAFIJA. Andrej Dujella. 2015, Novigrad nekad i sad. Teorija brojeva grana je matematike koja se bavi proučavanjem svojstava cijelih brojeva kao što su djeljivost, rastav na proste faktore ili rješivost jednadžbi u cijelim brojevima. huth stuttgartWebDujella, Andrej. Triples, quadruples and quintuples which are D (n)- sets for several n's // International Conference on Class Groups of Number Fields and Related Topics-2024 / Chakraborty, Kalyan (ur.). Kozhikode: Kerala School of Mathematics, 2024. str. 10-10 (pozvano predavanje, podatak o recenziji nije dostupan, sažetak, znanstveni) mary street derryWebAndrej Dujella's monograph Number Theory translated from Croatian, an article by Darko Žubrinić on Croatian World Network Book review in EMS Magazine (by Jean-Paul … mary street dental brisbaneWebAuthors: Andrej Dujella, Matija Kazalicki, Juan Carlos Peral Comments: 22 pages, 3 figures; revised according to referees remarks; extended figures in Section 11, based on the … huth strasburg