Előadások - Dr. Bérczes Attila

  • On a problem of P. Turán, Number Theory Conference, Eger 1996.
  • On power values of polynomials, 13th Czech  and Slovak International Number Theory Conference, Ostravice 1997.
  • Diszkrimináns forma egyenletek megoldásszámára vonatkozó becslések, Magyar Matematikus Doktoranduszok Konferenciája, Szeged 1998.
  • On index form equations, 14th Czech and Slovak International Number Theory Conference, Liptovsky Jan 1999.
  • On the number of solutions of norm form equations, Colloquium on Number Theory, Debrecen 2000.
  • On the number of pairs of polynomials with given resultant, 15th Czech  and Slovak International Number Theory Conference, Ostravice 2001.
  • Széteső polinom egyenletek megoldásszámáról, Kiss Péter Emlékkonferencia, Eger, 2002.
  • On the number of solutions of decomposable polynomial equations, Problèmes Diophantiens, CIRM, Marseille 2002.
  • Methods for the calculation of values of a norm form, Számelmélet Nap (OTKA-NWO pályázat keretében leideni és debreceni kutatók részvételével megrendezett egynapos előadássorozat), Debrecen 2003.
  • An application of norm forms in cryptography, Computational Number Theory and Cryptography, in Honour of the 60th Birthday of Professor Hugh C. Williams, Warsaw 2003.
  • On the number of equivalence classes of binary forms with given degree and given discriminant, Workshop on Diophantine Approximation (dedicated to 60th birthday of Prof. Robert Tijdeman), Leiden 2003.
  • A one way function based on norm form equations, Journées Arithmétiques XXIII, Graz 2003.
  • On the number of equivalence classes of binary forms with given degree and given discriminant, Number Theory Seminar, University of Bordeaux, 2004.
  • On the number of equivalence classes of binary forms with given degree and given discriminant, Number Theory Seminar, Jussieu, Chevaleret, 2004.
  • On special solutions of norm form equations, Workshop on Algebraic Number Theory, Explicit Methods in Number Theory, Institut Henri Poincaré, Párizs, 2004.
  • Norma forma egyenletek speciális megoldásairól, Kriptográfia és Számelmélet Nap, Nyíregyháza, 2005.
  • On sumsets of geometric progressions, Journées Arithmétiques XXIV, Marseille, 2005.
  • Norm form equations with solutions forming arithmetic progressions, 17th Czech  and Slovak International Number Theory Conference, Malenovice 2005.
  • On arithmetic properties of solutions of norm form equations, Workshop on Solvability of Diophantine Equations, Leiden University, Lorentz Center, 2007.
  • On pairs of binary forms with given degree and given resultant, Journées Arithmétiques XXV, Edinbourgh, 2007.
  • On pairs of binary forms with given degree and given resultant, 18th Czech  and Slovak International Number Theory Conference, Smolenice, 2007.
  • On the number of equivalence classes of pairs of binary forms with given degree and given resultant, Intercity Seminar, Uetrecht, 2007.
  • Effective results for points on certain subvarieties of tori, The 7th Polish, Slovak and Czech Conference on Number Theory, Ostravice, 2008.
  • Effective results for points on certain subvarieties of tori, Winter School on Explicit Methods in Number Theory, Debrecen, Hungary, 2009.
  • Effective results for points on certain subvarieties of tori, Department of Mathematics, Nihon University, Tokyo, 2009.
  • Effective results for linear equations in two unknowns from a multiplicative division group. Department of Mathematics, Niigata University, Niigata, 2009.
  • Effective results for a large class of diophantine equations, Kyoto Sangyo University, Kyoto, 2009.
  • Effective results for points on certain subvarieties of tori, Journées Arithmétiques XXVI, Saint-Etienne, 2009.
  • Effective results for a large class of diophantine equations, First Algebra and Number Theory Conference, Ixtapa, Mexico, 2009.
  • Effective results for linear equations in two unknowns from a multiplicative division group, 19th Czech and Slovak International Number Theory Conference, Hradec nad Moravicii, 2009.
  • Effective results for points on certain subvarieties of tori, Institute of Mathematics, TU Berlin, 2009.
  • Effective results for some equations with unknowns from a multiplicative division group, The 8th Polish, Slovak and Czech Conference on Number Theory, Bukowina Tatrzanska, 2010.
  • Effective results for points on certain subvarieties of tori, Canadian Number Theory Association Meeting, Acadia University, Wolfville, Canada, 2010.
  • Arithmetic progressions in the solution set of diophantine equations, Number Theory and its Applications: An International Conference Dedicated to Kálmán Győry, Attila Pethő, János Pintz, András Sárközy, Debrecen, Hungary, 2010.
  • On resultant equations equations, Number Theory and its Applications: An International Conference Dedicated to Kálmán Győry, Attila Pethő, János Pintz, András Sárközy, Debrecen, Hungary, 2010.
  • Effective finiteness results for subvarieties of tori, Department of Mathematics, University of Zagreb, 2011.
  • Multiply monogenic orders, XXV Journés Arithmetiques, Vilnius, Lithuania, 2011.
  • Multiply monogenic orders, Paul Turán Memorial Conference on Mathematics, Budapest, 2011.
  • Multiply monogenic orders, 20th Czech and Slovak International Number Theory Conference, Stará Lesná, Slovakia, 2011.
  • Arithmetic and geometric progressions in the solution set of diophantine equations, Fifteenth International Conference on Fibonacci Numbers and Their Applications, Eger, 2012.
  • Arithmetic and geometric progressions in the solution set of diophantine equations, 9th Polish, Slovak and Czech Conference on Number Theory, Ostravice, 2012.
  • Effective results for Diophantine equations over finitely generated domains, Workshop on Algebraic and Analytic Number Theory and Their Applications, Constanta, Romania, 2013.
  • Effective results for Diophantine equations over finitely generated domains, XXVI Journés Arithmetiques, Grenoble, France, 2013.
  • Effective results for Diophantine equations over finitely generated domains, 20th Czech and Slovak International Number Theory Conference, Ostravice, Czech Republic, 2013.
  • Arithmetic and geometric progressions in the solution set of diophantine equations, Department of Mathematics, Nihon University, Tokyo, 2014.
  • Effective results for Diophantine equations over finitely generated domains, Diophantine Analysis and Related Fields 2014, Tsukuba, Japan, 2014.
  • Effective results for Diophantine equations over finitely generated domains, Workshop on Diophantine Problems, Graz, Austria, 2014.
  • Effective results for division points on curves in G_m^2, Diophantine Approximation and Transcendence, CIRM, Luminy, France, 2014.

 

Frissítés dátuma: 2021.06.28.


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A Debreceni Egyetem kiemelt fontosságúnak tartja a rendelkezésére bocsátott, illetve birtokába jutott személyes adatok védelmét. Ezúton tájékoztatjuk Önt, hogy a Debreceni Egyetem a 2018. május 25. napjától kötelezően alkalmazandó Általános Adatvédelmi Rendelet alapján felülvizsgálta folyamatait és beépítette a GDPR előírásait az adatkezelési és adatvédelmi tevékenységébe. A felhasználók személyes adatait a Debreceni Egyetem korábban is teljes körültekintéssel kezelte, megfelelve az érvényben lévő adatkezelési szabályozásoknak. A GDPR előírásait követve frissítettük Adatvédelmi Tájékoztatónkat, amelyet az alábbi linkre kattintva olvashat el: Adatkezelési tájékoztató. DE Kancellária VIR Központ

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