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1. Mosyagina, N.G. and Shildyaeva, L.V. (2009) Organization of the educational process taking into account the increase in the independent work of students. Successes of modern natural science [Uspekhi sovremennogo estestvoznaniya], № 11, p. 98.

2. Pavlenko, A.N. (2022) On the study of multiple, curvilinear and surface integrals in the engineering directions of the bachelor’s degree. University complex as a regional center of education, science and culture: materials All-Russian. scientific-method. conf. (with international participation) [Universitetskij kompleks kak regional’nyj centr obrazovaniya, nauki i kul’tury: materialy Vseros. nauch.-metod. konf. (s mezhdunar. uchastiem]. Orenburg: OGU, pp. 1370-1374.

3. Fichtenholtz, G.M. (2007) Course of Differential and Integral Calculus [Kurs differencial’nogo i integral’nogo ischisleniya]. M.: Fizmatlit, vol. 1, 680 p. ISBN 978-5-9221-0436-4; Vol. 2 (2006), 864 p. ISBN 978-5-9221-0466-1; Vol. 3 (2008), 728 p. ISBN 5-9221-0737-2.

4. Demidovich, B.P. (2005) Collection of problems and exercises in mathematical analysis: a textbook for universities [Sbornik zadach i uprazhnenij po matematicheskomu analizu: ucheb. posobie dlya vuzov]. M.: AST: Astrel, 560 p. ISBN 5-17-010062-0. ISBN 5-271-03601-4.

5. Berman, G.N. (2002) Collection of problems in the course of mathematical analysis: textbook [Sbornik zadach po kursu matematicheskogo analiza: ucheb. posobie]. 22nd ed., Rev. St. Petersburg: Profession, 432 p. ISBN 5-93913-009-7.

6. Zaporozhets, G.I. (2014) Guide to solving problems in mathematical analysis: textbook [Rukovodstvo k resheniyu zadach po matematicheskomu analizu: uchebnoe posobie]. 8th ed., erased. St. Petersburg: Lan, 464 p. ISBN 978-5-8114-0912-9.

7. Ryabushko, A.P. et al. (2009) Individual tasks in higher mathematics: tutorials. manual. 4Vol. Part 3. Rows. Multiple and curvilinear integrals. Elements of field theory [Individual’nye zadaniya po vysshej matematike: ucheb. posobie. V 4 ch. CH. 3. Ryady. Kratnye i krivolinejnye integraly. Elementy teorii polya]. 5th ed., Ispr. Minsk: Tikhanovskaya. sh., 367 p. ISBN 978-985-06-1677-7.

8. Pavlenko, A.N. and Pikhtilkova, O.A. (2016) Types of Integrals: methodological guidelines for the preparation of reference notes for teachers working with students in higher education programs [Tipy integralov: metodicheskie ukazaniya dlya podgotovki opornyh konspektov dlya prepodavatelej, rabotayushchih so studentami po programmam vysshego obrazovaniya]. Orenburg: OSU, 28 p.

9. Pavlenko, A.N. (2022) Elements of integral calculus for functions of several variables: manual [Elementy integral’nogo ischisleniya dlya funkcij neskol’kih peremennyh: uchebnoe posobie]. Orenburg: OSU, 139 p. ISBN 978-5-7410-2760-8.

10. Nathanson, I.P. (2007) Short course in higher mathematics: a textbook for universities [Kratkij kurs vysshej matematiki: ucheb. posobie dlya vuzov]. 9th ed., erased. St. Petersburg: Lan, 736 p. ISBN 978-5-8114-0123-9.

11. Bermant, A.F. and Aramanovich, I.G. (2005) Short course of mathematical analysis: textbooks for universities [Kratkij kurs matematicheskogo analiza: ucheb. dlya vuzov]. 11th ed., erased. St. Petersburg: Lan, 736 p. (Textbooks for universities. Special literature). ISBN 5-8114-0499-9.

12. Posov, I.A. (2014) Review of generators and methods for generating training tasks. Educational technologies and society [Obrazovatel’nye tekhnologii i obshchestvo], Volume 17, №4, pp. 593-609.

13. Zorin, Yu.A. and Posov, I.A. (2014) Instrumental systems for building and obtaining multivariable test tasks. Computer tools in education [Komp’yuternye instrumenty v obrazovanii], №1, pp. 14-25.

14. Shvetsov, A.N. and Sergushicheva, A.P. (2017) Experience in using the method of automatic generation of test tasks. Educational technologies and society [Obrazovatel’nye tekhnologii i obshchestvo], Volume 20, №4, pp. 318-333.

15. Marek, V.P., Mikushev, S.V., Smirnov, A.G. and Chirtsov, A.S. (2011) Possibilities of using stereoscopic 3D visualization technologies in computer models to support the teaching of physics courses. Computer tools in education [Komp’yutepnye instpumenty v obpazovanii], №2, pp. 39-56.

16. Pavlenko, A.N. (2008) Application of MathCAD mathematical package for quick obtaining of stereoscopic images of various three-dimensional surfaces. Mathematics. Information technology. Education. Collection of scientific works [Matematika. Informacionnye tekhnologii. Obrazovanie. Sbornik nauchnyh trudov]. Orenburg: OSU, 2008. — P. 328-330.

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