Renata MACAITIENĖ
SVARBIAUSIŲ PUBLIKACIJŲ S Ą R A Š A S

Mokslo sritis: fiziniai mokslai
Daktaro laipsnio suteikimo data: 2006-09-05
Laikotarpis: 2002-2018 

 

MOKSLINĖS PUBLIKACIJOS

STRAIPSNIAI leidiniuose, referuojamuose Clarivate Analytics Web of Science duomenų bazėje, 

  • turinčiuose citavimo indeksą (Impact Factor):
  1. Laurinčikas A., Macaitienė R., Joint aaproximation of analytic functions by shifts of the Riemann and periodic Hurwitz zeta-functions. Applicable Analysis and Discrete Mathematics 12(2), 508–527 (2018).
  2. Macaitienė R. Joint Universality for L-functions from Selberg class and periodic Hurwitz zeta-functions. Ukrainian Mathematical Journal. 70 (5), 754–772 (2018). ISSN 0041-5995, eISSN 1573-9376.
  3. Laurinčikas A., Macaitienė R., A Bohr-Jessen type theorem for the Epstein zeta-function. Results in Mathematics 73 (4), (2018).
  4. Laurinčikas A., Macaitienė R., Mochov D., Šiaučiūnas D.  Universality of the periodic Hurwitz zeta-function with rational parameter. Siberian Mathematical Journal 59(5), 894–900 (2018).
  5. R. Garunkštis, Laurinčikas A., Macaitienė R., Zeros of the Riemann zeta-function and its universality. Acta Arithmetica 181 (2), 127-142 (2017). ISSN: 0065-1036, eISSN: 1730-6264.
  6. Macaitienė R., Stoncelis M., Šiaučiūnas D., A weighted universality theorem for periodic zeta-functions. II. Mathematical Modelling and Analysis 22, no. 6, 750-762 (2017). ISSN 1392-6292, eISSN 1648-3510.
  7. Laurinčikas A., Macaitienė R., Discrete Universality in the Selberg Class. Proceedings of the Steklov Institute of Mathematics 299 (1), 143–156 (2017). ISSN: 0081-5438, eISSN 1531-8605.
  8. Macaitienė R., On discrete universality of the Riemann zeta-function with respect to uniformly distributed shifts. Archiv der Mathematics 108, no. 3, 271-281 (2017). ISSN 0003-889X, eISSN 1420-8938.
  9. Laurinčikas A., Macaitienė R., Value distribution of twists of L-functions of elliptic curves. Proceedings of the Steklov Institute of Mathematics 296 (2), 70-77 (2017). ISSN: 0081-5438, eISSN 1531-8605.
  10. Macaitienė R., Stoncelis M., Šiaučiūnas D., A weighted universality theorem for periodiczeta-functions. Mathematical modelling and analysis 22, no. 1, 95-105 (2017). ISSN 1392-6292, eISSN 1648-3510.
  11. Laurinčikas A., Macaitienė R., Šiaučiūnas D., Uniform distribution modulo 1 and the joint universality of Dirichlet L-functions. Lithuanian Mathematical Journal 56, no. 4, 529–539 (2016). ISSN: 0363-1672, eISSN: 1573-8825.
  12. Janulis K., Jurgaitis D., Laurinčikas A., Macaitienė R., Universality Theorems for Some Composite Functions, Mathematical Modelling and Analysis 21, no. 1, 35–46 (2016). ISSN: 1392-6292.
  13. Laurinčikas A., Macaitienė R., The joint universality of Dirichlet L-functions and Lerch zeta-functions. Siberian Mathematical Journal 55, no. 4, 645–657 (2014). ISSN: 0037-4466, eISSN: 1573-9260.
  14. Buivydas E., Laurinčikas A., Macaitienė R., Rašytė J., Discrete universality theorems for the Hurwitz zeta-function. Journal of Approximation Theory 183, 1–13 (2014). ISSN: 0021-9045, eISSN: 10960430.
  15. Laurinčikas A., Macaitienė R., Joint Universality of the Riemann Zeta-Function and Lerch Zeta-Functions. Nonlinear Analysis - Modelling and Control. 18, no. 3, 314–326 (2013). ISSN: 1392-5113.
  16. Janulis K., Laurinčikas A., Macaitienė R., Šiaučiūnas D., Joint Universality of Dirichlet L-Functions and Periodic Hurwitz Zeta-Functions. Mathematical Modelling and Analysis 17, no. 5, 673–685 (2012). ISSN: 1392-6292.
  17. Genys J., Macaitienė R., Račkauskienė S., Šiaučiūnas D., A mixed joint universality theorem for zeta-functions. Mathematical Modelling and Analysis 15, no. 4, 431–446 (2010). ISSN: 1392-6292.
  18. Laurinčikas A., Macaitienė R., On the joint universality of periodic zeta functions. Mathematical Notes 85, no. 1, 51–60 (2009). ISSN: 0001-4346.
  19. Laurinčikas A., Macaitienė R., The discrete universality of the periodic Hurwitz zeta function. Integral Transforms and Special Functions 20, no. 9-10, 673–686 (2009). ISSN: 1065–2469.
  20. Laurinčikas A., Macaitienė R., The characteristic transforms on R×C. Integral Transforms and Special Functions 19, no. 1, 11–22 (2008). ISSN: 1065-2469, eISSN: 1476-8291.
  21. Macaitienė R., A joint discrete limit theorem in the space of meromorphic functions for general Dirichlet series. Acta Applicandae Mathematicae 97, no. 1-3, 99–112 (2007). ISSN: 0167-8019, eISSN: 1572-9036. 
  • neturinčiuose citavimo indekso (Impact Factor):
  1. Balčiūnas A., Macaitienė R., The Laplase transform of Dirichlet L-functions. Chebyshevskii sbornik (Чебышевский сборник) 18, no. 4, 86–96 (2017). ISSN: 2226-8383. 
  2. R. Macaitienė, M. Stoncelis, D. Šiaučiūnas. A weighted discrete universality theorem for periodic zeta-functions. Anal. Probab. Methods Number Theory, Proc. of Sixth Intern. Conf., Palanga, Lithunia, 11-17 September, 2016, Eds. A. Dubickas, A. Laurinčikas, E. Manstavičius and G. Stepanauskas. Vilnius University Publishing House, 97-107 (2017). ISBN: 978-609-459-859-3.
  3. Macaitienė R., Mixed joint universality for L-functions from Selberg's class and periodic Hurwitz zeta-functions (Смешанная совместная универсальноцть для L-функций класса Селберга и периодических дзета функций Гурвица). Chebyshevskii sbornik (Чебышевский сборник) 16, no. 1, 219–231 (2015). ISSN: 2226-8383.
  4. Laurinčikas A., Macaitienė R., Mochov D., Šiaučiūnas D., On Universality of Certain Zeta-functions. Izvestiya Saratovskogo universiteta 13, no. 2-4, 67–72 (2013) = Об универсальности некоторых дзета-функций. Известия Саратовского университета. Новая серия. Серия: Математика. Механика. Информатика / Саратов: Саратовский государственный университет. ISSN: 1816-9791.
  5. Laurinčikas A., Macaitienė R., On the universality of zeta-functions of certain cusp forms. Anal. Probab. Methods Number Theory, Proc. Fifth Intern. Conf. in Honour of J. Kubilius, Palanga, 2011, TEV, Vilnius, 173-183 (2012). ISBN: 978-609-433-178-7.
  6. Лауринчикас А., Мацаитиене Р., О совместной универсальности периодических дзета-функций. Матем. заметки 85, no. 1, 54–64 (2009). ISSN: 0025-567X.
  7. Genienė D., Laurinčikas A., Macaitienė R., Value distribution of the Lerch zeta-function with algebraic irrational parameter. III. Lithuanian Mathematical Journal 48, no. 3, 282–293 (2008). ISSN: 0363-1672.
  8. Genienė D., Laurinčikas A., Macaitienė R., Value distribution of the Lerch zeta-function with algebraic irrational parameter. II. Lithuanian Mathematical Journal 47, no. 4, 394–405 (2007). ISSN: 0363-1672.
  9. Laurinčikas A., Macaitienė R., On the analogue of the Lindelöf hypothesis for the Lerch zeta-function. Laurinčikas, A. (ed.) et al., Analytic and probabilistic methods in number theory. Proceedings of the 4th international conference in honour of J. Kubilius, Palanga, Lithuania, September 25–29, 2006. Vilnius: TEV. 76–86 (2007). ISBN: 9789955680819.
  10. Laurinčikas A., Macaitienė R., Discrete limit theorems for general Dirichlet series. III. Central European J. of Math. 2(3), p. 339–361 (2004). ISSN: 1895-1074, eISSN: 1644-8616.

 

STRAIPSNIAI kituose recenzuojamuose mokslo leidiniuose:

  1. Macaitienė R. Joint Universality for L-functions from Selberg class and periodic Hurwitz zeta-functions. Укр. мат. журн., 70 (5), 655–671 (2018). ISSN 1027-3190.
  2. Лауринчикас А.Мацайтене Р.Мохов Д.Шяучюнас Д. Универсальность периодической дзета-функции Гурвица с рациональным параметром. Сибирский матем. журн. 59 (5) 1128–1135 (2018).
  3. Laurinčikas A., Macaitienė R., Universality results on Hurwitz zeta-functions. Algebra, Logic and Number Theory. Banach Center Publications 108, 161–172 (2016). ISSN: 0137-6934 (print), 1730-6299 (online).
  4. Laurinčikas A., Macaitienė R., Распределение значений сверток L-функций эллиптических кривых, Современные проблемы математики 23 134 – 141 (2016). ISSN: 2226-5929 (print), 2226-2937 (online).
  5. Gedminaitė D., Macaitienė R., Lercho dzeta funkcijos reikšmių pasiskirstymas (Value Distribution of the Lerch Zeta-Function). Jaunųjų mokslininkų darbai 1 (43), 96–102. (2015). ISSN: 1648-8776.
  6. Лауринчикас A., Мацайтене Р., Совместная универсальность L-функций Дирихле и дзета-функций Лерха. Сиб. матем. журн., 55 (4), 2014, 790–805. ISSN: 0037-4474.
  7. 5. Mazelskienė J., Macaitienė R., Limit Theorem for L-Functions from a Subclass of the Selberg Class. Jaunųjų mokslininkų darbai 2 (42), 2014, 176–180. ISSN: 1648-8776.
  8. Macaitienė R., On joint universality for the zeta-functions of newforms and periodic Hurwitz zeta-functions. RIMS Kôkyûroku Bessatsu: Functions in Number Theory and Their Probabilistic Aspects B34, K. Matsumoto, S. Akiyama, K. Fukuyama, H. Nakada, H. Sugita, A. Tamagawa (Eds.), 217–233 (2012). ISSN: 1881-6193.
  9. Macaitienė R., On value-distribution of L-functions from the Selberg class. Journal of Mathematical Sciences 180, no. 5, 599–609 (2012). ISSN 1072-3374.
  10. Garbaliauskienė V., Laurinčikas A., Macaitienė R., Šiaučiūnas D., Universality of Some Zeta-Functions. Ученые записки Орловского государственного университета. Серия: Естественные, технические и медицинские науки 6(2), 260–265 (2012). ISSN: 1998-2739.
  11. Laurinčikas A., Macaitienė R., Šiaučiūnas D., Joint Universality for Zeta-functions of Different Types. Чебышевский сборник 12, no. 2, 192–203 (2011). ISBN: 5879543889.
  12. Macaitienė R., О распределении значений L-функций из класса Сельберга. Фундаментальная и прикладная математика 16, no. 5, 103–116 (2010). ISSN: 1560-5159.
  13. Laurinčikas A., Macaitienė R., Šiaučiūnas D., On discrete universality of the periodic zeta-function. II. New directions in value-distribution theory of zeta and L-functions. Steuding, Rasa (ed.) et al., Proceedings of the conference, Würzburg, Germany, October 6–10, 2008. Aachen: Shaker Verlag. 149–159 (2009). ISSN: 0945-0882. ISBN: 9783832288181.
  14. Laurinčikas A., Macaitienė R., Discrete limit theorems for Estermann zeta-functions. II. Algebra and Discrete Mathematics 3, 69-83 (2008). ISSN: 1726-3255.
  15. Genys J., Macaitienė R., Šiaučiūnas D., Weighted joint limit theorems for general Dirichlet series. Šiauliai Math. Semin. 3, no.11, 85–95 (2008). ISSN: 1822-511X .
  16. Garbaliauskienė V., Genys J., Macaitienė R., Formulae for the Argument of Zeta -Functions Attached to Certain Cusp Forms. Voronoï's Impact on Modern Science. Book 4, Volume 1: Proceedings of the 4th International Conference on Analytic Number Theory and Spatial Tessellations. Kyiv, Institute of Mathematics, NAS of Ukraine, 27–36 (2008). ISBN: 9789660248908.
  17. Laurinčikas A., Macaitienė R., Limit theorems for the Estermann zeta-function. IV. Чебышевский сборник 8, no. 2(22), 148–161 (2007). ISBN: 5879543889.
  18. Genienė D., Laurinčikas A., Macaitienė R., Value distribution of the Lerch zeta-function with algebraic irrational parameter. II. Liet. Mat. Rink. 47, no. 4, 482–496. ISSN: 0132-2818.
  19. Laurinčikas A., Macaitienė R., Šiaučiūnas D., The joint universality for periodic zeta-functions. Чебышевский сборник 8, no. 2(22), 162–174 (2007). ISBN: 5879543889.
  20. Laurinčikas A., Macaitienė R., Discrete limit theorems for the Estermann zeta-functions. I. Algebra and discrete mathematics 4, 84–101 (2007). ISSN: 1726-3255.
  21. Macaitienė R., The discrete universality of the periodic Hurwitz zeta-function. Вестник Самарского Государственного университета 7, no. 57, 228–237 (2007). ISSN: 1810-5378.
  22. Macaitienė R., A discrete universality teorem for general Dirichlet series. Analysis 26, 373–381 (2006). ISSN: 0174-4747.
  23. Macaitienė R., Probabilistic discrete limit theorems for general Dirichlet series. Fiz. Mat. Fak. Moksl. Semin. Darb. 8, 94–103 (2005). ISSN: 1392-7086.
  24. Мацаитиене Р., Многомерные дискретные пределъные теоремы в пространстве аналитических функций для общих рядов Дирихле. Liet. Mat. Rink. 45(1), 104–116 (2005). ISSN: 0132-2818.
  25. Macaitienė R., Joint discrete limit theorems in the space of analytic functions for general Dirichlet series. Lith. Math. J. 45(1), 84–93 (2005). ISSN: 0363-1672.
  26. Macaitienė R., A discrete limit theorem on the complex plane for one class of general Dirichlet series. Liet. Mat. Rink.. 45 (spec.nr.) 47–50 (2005). ISSN: 0132-2818.
  27. Мацайтиене Р., Многомерные дискретные пределъные теоремы на комплексной плоскости для общих рядов Дирихле. Liet. Mat. Rink. 44(3), 292–306 (2004). ISSN: 0132-2818
  28. Macaitienė R., Joint discrete limit theorems on the complex plane for general Dirichlet series. Lith. Math. J. 44(3), 232–243 (2004). ISSN: 0363-1672.
  29. Мацайтене Р. Дискретные предельные теоремы для общих рядов Дирихле. II. Liet. Mat. Rink. 44(1), 85–92 (2004). ISSN: 0132-2818.
  30. Macaitienė R., Probabilistic results for general Dirichlet series. Чебышевский сборник 5(3), 153–162 (2004). ISBN: 5879543889.
  31. Macaitienė R., Discrete limit Theorems for general Dirichlet series. II. Lith. Math. J. 44(1), 71–77 (2004). ISSN: 0363-1672.
  32. Macaitienė R., Discrete limit theorem for general Dirichlet series in the space of meromorphic functions. Liet. Mat. Rink.. 44 (spec.nr.), 83-89 (2004). ISSN: 0132-2818.
  33. Laurinčikas A., Macaitienė R., Discrete limit theorems for general Dirichlet series. I. Чебышевский сборник 4(3), 156–170 (2003). ISBN: 5879543889.
  34. Macaitienė R., Weighted discrete limit theorems for general Dirichlet polynomials. Liet. Mat. Rink. 43 (spec.nr.), 65–69 (2003). ISSN: 0132-2818.
  35. Macaitenė R., A limit theorems for the Hurwitz zeta-function in the space of analytic functions. Fiz. Mat. Fak. Moksl. Semin. Darb. 5, 76–89 (2002) ISSN 1392-7086.
  36. Macaitenė R., Discrete limit theorems for general Dirichlet polynomials. Liet. Mat. Rink. 42 (spec.nr.), 705–709 (2002). ISSN: 0132-2818.

TAIKOMIEJI MOKSLO DARBAI

  1. Antanas Laurinčikas: bibliografijos rodyklė. Sudarė: V. Garbaliauskienė, R. Macaitienė, R. Stančikienė, V. Verikaitė Šiauliai: VšĮ Šiaulių universiteto leidykla, ISBN 978-9986-38-920-0. 2008. 176 p.

 

METODINĖS PRIEMONĖS

  1. Macaitienė R., Morkevičienė I., Steponavičienė V., MS EXCEL TAIKYMAS: duomenų analizės ir verslo modeliavimo pagrindai. Mokymo priemonė. ISBN: 978-609-415-085-2. ŠVK leidybos centras, 2014. 244 p.
  2. Balčiūnas S., Macaitienė R., Virgailaitė-Mečkauskaitė E., Vintere A., Zeidmane A., Pailiņš N., Development of Mathematical Competencies in Higher Education Institutions within Socio-economical Context: Methodical Recommendations for Lectures = Matematinių kompetencijų ugdymas aukštojoje mokykloje regiono socioekonominės raidos kontekste: metodinės rekomendacijos dėstytojams = Matemātikas kompetenču attīstība augstākās izglītības iestādēs sociāli ekonomiskajā kontekstā: metodiskie ieteikumi pasniedzçjiem Šiauliai: VšĮ Šiaulių universiteto leidykla, ISBN: 978-609-430-063-9. 2011. 198 p.
  3. Macaitienė R., Steponavičienė V., Morkevičienė I., MS EXCEL TAIKYMAS: duomenų analizės ir verslo modeliavimo pagrindai. Mokymo (-si) priemonė. ISBN: 978-609-415-017-3. ŠK leidybos centras, 2010. 223 p.
  4. Laurinčikas A., Macaitienė R., Įvadas į Dirichlė eilučių teoriją. Šiauliai: VšĮ Šiaulių universiteto leidykla, ISBN: 978-9986-38-878-4. 2008. 94 p.

 

MOKSLO DARBŲ APŽVALGOS, mokslo sklaidos publikacijos

  1. Macaitienė R., Dzeta funkcijų reikšmių pasiskirstymo tyrimai. Mokslo darbų apžvalga. Fiziniai mokslai, Matematika (01 P) = Investigations of the value-distribution of zeta-functions. Survey of Scientific Publications. Physical Sciences, Mathematics (01 P). Šiauliai: VšĮ Šiaulių universiteto leidykla, ISBN: 978-609-430-195-7. 2013. 144 p.

 

KITOS PUBLIKACIJOS

  1. Macaitienė R.,  A Bohr-Jessen type theorem for the Epstein zeta-function. ALaNT 5 — Joint Conferences on Algebra, Logic and Number Theory: 12th Czech, Polish and Slovak Conference on Number Theory and 21st Colloquiumfest on Algebra and Logic, Będlewo (Poland), June 24–29, 2018.
  2. Macaitienė R.,  Zeros of the Riemann zeta function and its universality.  Mathematical modelling and analysis[MMA2018]: 23rd international conference, May 29–June 1, 2018, Sigulda, Latvia.  Abstracts, p. 49.
  3. Vitkevičienė G., Macaitienė R. On discrete universality of the Riemann zeta function. Students on their Way to Science (undergraduate, graduate, post-graduate students): 13th international scientific conference, Jelgava, April 20, 2018. Collection of abstracts, p. 71.
  4. Joneliūkštytė B., Macaitienė R. Statistical methods in research on lithuanian inhabitants' attitudes towards bank loans. Students on their Way to Science (undergraduate, graduate, post-graduate students): 13th international scientific conference, Jelgava, April 20, 2018. Collection of abstracts, p. 153.
  5. Macaitienė R., On discrete universality of the Riemann zeta-function. 22nd International Conference Mathematical modelling and analysis [MMA2017], May 30–June 2, 2017, p. 39. Druskininkai, Lithuania.
  6. Macaitienė R., Approximation by discrete shifts of Riemann zeta-function. Numbers, forms and geometry (International Conference), August 21–26, 2017, 36–37, Sochi, Russia: conference proceedings.
  7. Macaitienė R., Universality for L-functions from the Selberg class; A. A.Karatsuba's 80th Birthday Conference in Number Theory and Applications. May 25, 2017, Moscow, Steklov Mathematical Institute.

  8. Macaitienė R., On joint discrete universality of Dirichlet L-functions. ALaNT 4 – Joint Conferences on Algebra, Logic and Number Theory, Abstracts. Telč, Czech Republic, June 13-17, 2016.
  9. Laurinčikas A., Macaitienė R., Šiaučiūnas D., On joint universality of Dirichlet L-functions. 21th International Conference Mathematical Modelling and Analysis. Abstracts. June 1-4, 2016, Tartu, Estonia, p. 57.
  10. Macaitienė R., On mixed joint universality. 20th International Conference Mathematical Modelling and Analysis. Abstracts. May 26-29, 2015, Sigulda, Latvia, p. 57.  
  11. Macaitienė R., Mixed joint universality of the Riemann and Lerch zeta-functions. Abstracts of talks. ALaNT3: 10th Czech, Polish and Slovak Conference on Number Theory. 15th Colloquiumfest on algebra and logic. Będlewo, Poland, June 8-13, 2014. p. 18-19.
  12. Buivydas E., Macaitienė R., Discrete universality of the Hurwitz zeta-function. 11th International Vilnius conference on probability theory and mathematical statistics. Abstracts of communications. 30th June-4th July, 2014, Vilnius, Lithuania. ISBN 9786094332203 p. 93.
  13. Macaitienė R., On mixed joint universality for some zeta-functions. 19th international conference Mathematical Modelling and Analysis. Abstracts. May 26-29, 2014, Druskininkai, Lithuania. ISBN 9786094576928 p. 42.
  14. Macaitienė R., On the Mixed Joint Universality. Palanga Conference in Combinatorics and Number Theory. Program and Abstract Book, Palanga, 1st-7th September, 2013. p. 35-36.
  15. Macaitienė R., Joint Value Distribution of the Riemann Zeta-Function and Lerch Zeta-Functions. 9th International Algebraic Conference in Ukraine. Abstracts. L'viv, Ukraine, July 8-13, 2013. p. 118.
  16. Macaitienė R., Joint universality of the Riemann zeta-function and Lerch zeta-functions. Abstracts of MMA2013 & AMOE2013, May 27-30, 2013, Tartu, Estonia. http://www.ut.ee/mma-amoe2013/nmd3/abstraktid09876/Macaitiene.pdf
  17. Macaitienė R., Functional Independence of Some Zeta-functions. International Mathematical Conference. Book of Abstracts. June 13-19, 2012, Mykolayiv V.O. Sukhomlynsky National University, Mykolayiv, Ukraine, 24-25.
  18. Macaitienė R., Semonavičienė O., The Aspects of Renewal of Content of Mathematics Subjects' Programmes on Non-Mathematical Study Programmes. International Conference „Mathematical Competence Development in Higher Education Institutions". Abstracts. Latvia University of Agriculture, 14 December, 2012, 1-2.
  19. Macaitienė R., A Multidimensional Limit Theorem for Zerta Functions of Newforms. International conference „Computer Algebra and Information Technology". Abstracts. Odessa, Ukraine, August 20-26, 2012, 40.
  20. Macaitienė R., On the Universality of Zeta-functions of Certain Cusp Forms. Conference „Diophantine Analysis". Program and Abstract Book. Astrakhan, Russia, July 30 - August 03, 2012, 31.
  21. Macaitienė R., Approximation of Analytic Functions by Zeta-functions of Certain Cusp forms. 17th International Conference „Mathematical Modelling and Analysis". Abstracts. June 6-9, 2012, Tallin, Estonia, ISBN 9789949233069, 84.
  22. Macaitienė R., The Mixed Joint Universality for Some Zeta-functions. Х-ая Международная конференци „Алгебра и теория чисел: современные проблемы и приложения". Tезисы докладов, 10-16 сентября 2012 г, Волгоград, 17.
  23. Bakštys A.; Macaitienė R., Šiauliai University and Schoolbooks of Mathematics. The 12th International Conference „Teaching Mathematics: Retrospective and Perspectives". 5-6 May 2011, Šiauliai University, ISBN 9786094300707, 10-11.
  24. Macaitienė R., On Mixed Joint Universality. 27th Journées Arithmétiques. Programme and abstract book. June 27 - July 1, 2011, Vilnius, Lithuania, 40-41.
  25. Macaitienė R., Approximation of Analytic Functions by Zeta-functions of Newforms and Periodic Hurwitz Zeta Functions. 16th International Conference „Mathematical Modelling and Analysis". Abstracts. May 25-28, 2011, Sigulda, Latvia, ISBN 9789984453514, 84.
  26. Macaitienė R., A mixed joint universality theorem for zeta-functions. Workshop on various zeta functions and related topics. December 21-22, Tokyo, 2010. http://www.ma.noda.tus.ac.jp/u/tn/tsw/.
  27. Macaitienė R., Discrete Approximation of Analytic Functions by Shifts of Periodic Hurwitz Zeta-Functions. 15th International Conference „Mathematical Modelling and Analysis". Abstracts. May 26 - 29, 2010, Druskininkai, Lithuania, ISBN 9789955285953, 64.
  28. Macaitienė R., The Discrete Universality for Zeta-Functions of the Hurwitz Type. 10th International Vilnius Conference on Probability Theory and Mathematical Statistics. Abstracts of Communications. 28 June - 2 July, 2010, Vilnius, Lithuania:, ISBN 9786094330094, 213-214.
  29. Macaitienė R., The Discrete Universality for Zeta-Functions of the Hurwitz Type. XXXIV Дальневосточная математическая школа-семинар имени академика Е. В. Золотова „Фундаментальные проблемы математики и информационных наук". Тезисы докладов. Хабаровск, 25-30 июня 2009, 95.
  30. Jablonskytė D.; Macaitienė R., Diskreti ribinė teorema vienam bendrųjų Dirichlė eilučių poklasiui kompleksinėje plokštumoje. Taikomoji matematika: VII studentų konferencijos pranešimų medžiaga. Kaunas, 2008, ISBN 9789955254881, 12-14.
  31. Jankauskaitė J.; Macaitienė R., Selbergo rėtis. Taikomoji matematika: VII studentų konferencijos pranešimų medžiaga. Kaunas, 2008, ISBN 9789955254881, 27-28.
  32. Ivanauaskaitė R.; Laurinčikas A.; Macaitienė R., One application of differential equations. первая международная конференция „Математическое моделирование и дифференциальные управления". тезисы. 2-5 октабря, 2007, Минск, 2007, ISBN 9856490402. 75-76.
  33. Laurinčikas A.; Macaitienė R., The Lerch Zeta-Function With Algebraic Irrational Parameter. Международная алгебраическая конференция, посвященная 100-летию со дня рождения Д.К. Фаддеева. тезисы = International Algebraic Conference Dedicated to the 100th Anniversary of D.K. Faddeev. Abstracts. St. Petersburg, September 24-29, 2007, 131-133.
  34. Macaitienė R., The Joint Universality of Periodic Zeta-Functions. Abstracts of the papers presented at 18th Czech and Slovak International Conference on Number Theory. Congress Centre of the Slovak Academy of Sciences, Smolenice, August 27 - 31, 2007, 16.
  35. Macaitienė R.; Šedžiuvienė N., On the Analogue of the Lindelöf Hypothesis for the Lerch Zeta-Function. 6th International Algebraic Conference in Ukraine. Abstracts. July 1-7, 2007, Kamyanets-Podilsky, Ukraine, 132-133.
  36. Macaitienė R., The Discrete Universality of the Periodic Hurwitz Zeta-Function. International Conference on Algebra and Number Theory. May 21-25, 2007, Samara, 60-61.
  37. Macaitienė R., On value distribution of L-functions from the Selberg class, International Scientific Conference „Diophantine and Analytic Problems in Number Theory" dedicated to the 100th Birthday of A. O. Gelfond (1906-1968). January 29-February 2, 2007, Moscow, 23-24.