Ústav informatizácie, automatizácie a matematiky

PaedDr. Tomáš Visnyai, PhD.

Pracovné zaradenie:
Pedagogický pracovník
Oddelenie:
Oddelenie matematiky (OM)
Miestnosť:
NB 603
eMail:
Telefón:
+421 259 325 336
Vedecká činnosť:
reálna analýza, metódy limitovania, zovšeobecnenie spojitosti
Dostupnosť:

Publikácie

Kniha

  1. M. Gall – Z. Takáč – T. Visnyai – S. Cesnaková: Základy matematiky, Fakulta chemickej a potravinárskej technológie, 2020.

Kapitola alebo strany v knihe

  1. V. Baláž – T. Visnyai: I–convergence of arithmetical functions, V Number Theory and Its Applications, Editor(i): Prof. Cheon Seoung Ryoo, IntechOpen Limited, 5 Princes Gate Court, London, SW7 2QJ, UNITED KINGDOM, 2020.

Článok v časopise

  1. V. Baláž – T. Visnyai – A. Maťašovský: I^{h}-convergence and convergence of positive series. Mathematical Communications, č. 1, zv. 28, str. 1–9, 2023.
  2. V. Baláž – A. Maťašovský – T. Visnyai: Remarks on M_{p,g} summability and I_{c}^{g}-convergence of sequences of real numbers. Mathematics, Information Technologies and Applied Sciences 2022, post-conference proceedings of extended versions of selected papers, str. 8–13, 2022.
  3. R. Masárová – T. Visnyai – R. Vrábel: Quasi-Density of Sets, Quasi-Statistical Convergence and the Matrix Summability Method. Axioms, Approximation Theory and Related Applications, č. 3, zv. 11, str. 1–11, 2022.
  4. A. Maťašovský – T. Visnyai: On the summability of non-convergent sequences of elements of Banach space. Mathematics, Information Technologies and Applied Sciences 2021, post-conference proceedings of extended versions of selected papers, str. 81–87, 2021.
  5. V. Baláž – K. Liptai – J. T.Tóth – T. Visnyai: Convergence of positive series and ideal convergence. Annales Mathematicae et Informaticae, č. 2, zv. 52, str. 19–30, 2020.
  6. T. Visnyai: Transformation of elements of the Banach space by Schur matrix. Mathematics, Information Technologies and Applied Sciences, Post-conference proceedings of extended versions of selected papers, str. 109–115, 2019.
  7. V. Baláž – J. Gogola – T. Visnyai: I(q)c-convergence of arithmetical functions. Journal of Number Theory, zv. 183, str. 74–83, 2018.
  8. V. Baláž – A. Maťašovský – T. Visnyai: Remark on the dominant Weierstrass criterion for the uniform convergence of series of functions. Mathematics, Information Technologies and Applied Sciences, Post-conference proceedings of extended versions of selected papers, str. 8–15, 2018.
  9. O. Karlova – T. Visnyai: Some remarks concerning strongly separately continuous functions on spaces ℓ_p with p ∊ [1;+∞]. Proceedings of the International Geometry Center, č. 3, zv. 10, str. 7–16, 2018.
  10. O. Karlova – T. Visnyai: The Baire Classification of Strongly Separately Continuous Functions on ℓ∞. Real Analysis Exchange, č. 2, zv. 47, str. 325–332, 2018.
  11. T. Visnyai: Limitation of Sequences of Banach Space through Infinite Matrix. Mathematics, Information Technologies and applied Sciences, Post- conference proceedings of extended versions of selected papers, str. 256–262, 2017.
  12. O. Karlova – T. Visnyai: On strongly separately continuous functions on sequence space. Journal of Mathematical Analysis and Applications, č. 439, zv. 1, str. 296–306, 2016.
  13. A. Maťašovský – T. Visnyai: Properties of Counting Function of Pseudoprimes. Mathematics, Information Technologies and Applied Sciences, Post - conference proceedings of extended versions of selected papers, str. 56–61, 2016.
  14. T. Visnyai: Remarks on compact submeasures. Mathematics, Information Technologies and Apllied Sciences, Post - conference proceedings of extended versions of selected papers, str. 156–161, 2015.
  15. T. Visnyai: Strongly Separately Continuous and Separately Quasicontinuous Functions f:l2→R. Real Analysis Exchange, č. 2, zv. 38, str. 499–510, 2013.
  16. T. Visnyai: Stirlingova formula. Zborník 9, Bratislavského seminára z teórie vyučovania matematiky, str. 118–128, 2011.
  17. T. Visnyai – M. Mačaj – J. Gogola: On Ic(q)-convergence. Annales Mathematicae et Informaticae, zv. 38, str. 27–36, 2011.
  18. T. Visnyai: Convergence fields of regular matrix transformations of sequences of elements of Banach spaces. Miskolc Mathematical Notes, č. 1, zv. 7, str. 101–108, 2006.
  19. T. Visnyai – M. Paštéka – T. Šalát: Remarks on Buck's measure density and a generalization of asymptotic density. TATRA MOUNTAINS MATHEMATICAL PUBLICATIONS, zv. 31, str. 87–101, 2005.
  20. T. Visnyai – J. Činčura – T. Šalát: On separately continuous function f: l2->R. Acta Academiae Paedagogicae Agriensis, Sectio Mathematicae, zv. 31, str. 11–18, 2004.

Príspevok na konferencii

  1. T. Visnyai: Convergence of series along the sets from special ideal. V Matematika, informační technologie a aplikované vedy, Univerzita obrany, Brno, str. 27–27, 2024.
  2. V. Baláž – A. Maťašovský – T. Visnyai: I_{c}^{g}-convergence and regular matrix method of summability. Editor(i): Miroslav Hrubý, Edita Kolářová, V Mathematics, Information Technologies And Applied Sciences, University of Defence, Brno, Šumavská 4, Czech Republic, str. 8–8, 2023.
  3. V. Baláž – A. Maťašovský – T. Visnyai: On the regular matrix method of summability and I_{c}^{g}-convergence. University of Defence, Brno, Czech Republic, str. 8–14, 2023.
  4. V. Baláž – A. Maťašovský – T. Visnyai: I_{c}^{g}-convergence and M_{p,g} summability of sequences of real numbers. Editor(i): Miroslav Hrubý, Edita Kolářová, V Mathematics, Information Technologies And Applied Sciences, University of Defence, Brno, Šumavská 4, Czech Republic, str. 8–8, 2022.
  5. A. Maťašovský – T. Visnyai: On the summability of divergent sequences. Editor(i): Miroslav Hrubý, Edita Kolářová, V Mathematics, Information Technologies And Applied Sciences, University of Defence, Brno, Šumavská 4, Czech Republic, str. 22–22, 2021.
  6. O. Karlova – T. Visnyai: Remarks on the determining sets of strongly separately continuous functions on l^p. V V Proceedings 18th Conference on Applied Mathematics, APLIMAT, Spectrum STU Bratislava, str. 609–616, 2019.
  7. T. Visnyai: Matrix transformation of elements of the Banach space using Schur´s matrix. V Matematika, informační technologie a aplikované vědy 2019, Univerzita obrany, Brno, 2019.
  8. V. Baláž – A. Maťašovský – T. Visnyai: On the uniform convergence of function series. Editor(i): Miroslav Hrubý, Pavlína Račková, V Matematika, informační technologie a aplikované vedy (MITAV 2018), Univerzita obrany v Brne, str. 13–14, 2018.
  9. A. Maťašovský – T. Visnyai: Využitie GeoGebry na výpočet dvojného integrálu funkcie. Editor(i): Miroslav Lávička, Jan Šafařík, V Proceedings of the Czech-Slovak Conference on Geometry and Graphics 2018, Vysoké učení technické v Brně, Antonínská 548/1, 601 90 Brno, str. 149–152, 2018.
  10. A. Maťašovský – T. Visnyai: Možnosti zásuvného modulu GeoGebra systému Moodle. V Proceedings of the Slovak-Czech Conference on Geometry and Graphics 2017, str. 127–132, 2017.
  11. T. Visnyai: Remarks on separately continuous functions f: l^p --> R. V Proceedings 16th Conference on Applied Mathematics, APLIMAT 2017, Spektrum STU Bratilsava, str. 1677–1683, 2017.
  12. T. Visnyai: Maticová transformácia postupností prvkov Banachovho priestoru. V Matematika, informacni technologie a aplikovane vedy, Brno, Univerzita obrany, str. 66–66, 2017.
  13. A. Maťašovský – T. Visnyai: Poznámky k funkcii početnosti. V Matematika, informační technologie a aplikované vedy, Univerzita obrany, Brno, str. 27–27, 2016.
  14. T. Visnyai: Convergence of series along the sets from ideals. V Proceedings 15th Conference on Applied Mathematics Aplimat 2016, Slovak University of Technology in Bratislava, str. 1105–1110, 2016.
  15. T. Visnyai: O jednej postačujúcej podmienke konvergencie nekonečných radov. V Matematika, informační technologie a aplikované vedy, Univerzita obrany, Brno, str. 53–53, 2015.
  16. T. Visnyai – T. Šalát: Subadditive measures on N and the convergence of series with positive terms. V Acta Mathematica 6, č. 6, str. 43–52, 2003.

Ústav informatizácie, automatizácie a matematiky vznikol 1.1.2006 spojením Katedry informatizácie a riadenia procesov a Katedry matematiky.

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