Preview

Philosophical Problems of IT & Cyberspace (PhilIT&C)

Advanced search

Interpretation of gnostic late antique texts as key to the uncommon principles for creation of modern programming

https://doi.org/10.17726/philIT.2018.1.2

Abstract

Article clears up the basic logic, which is the cornerstone of esoteric programming languages and in basis of ordering of Gnostic texts. The methodology of a research includes analytical approach. Gnostic texts and esoteric programming languages show basic axiomatic, on which the decisions made on the carried-out transactions, and/or estimates of an essence of the events, which are taking place in the Universe, rely. For programming it is laws of a Boolean algebra, for Gnosticism it is mythopoetic symbolism as a basis of creation of statements. Contents and a type of axioms differ, but the axiomatic principle provided as the general logical basis remains. Especially important result of work is detection of the principle of cryptosymbolism, which enters as into structure of logical bases of esoteric programming languages, and in number of the basic beginnings of Gnosticism. The author makes a conclusion that Gnostic texts are a key to understanding of cultural sense of esoteric programming languages

About the Author

S. B. Kulikov
Tomsk State Pedagogical University
Russian Federation


References

1. Владимиров Д. А. Булевы алгебры. М.: Наука, 1969. 320 с. (Vladimirov D. A. Boolean algebras. M.: Nauka, 1969. 320 p.)

2. Гук М. А., Ануфриева У. А. Интерпретатор Piet - языка программирования с цветовым кодированием // Психолого-педагогический журнал Гаудеамус. 2010. Т. 2. № 16. С. 248-250.

3. Ириней Лионский. Творения / Пер. с древнегреч. прот. П. Преображенского. М.: Молодая гвардия, 1996. 640 с. (Irenaeus. The Works / Transl. by P. Preobrazhensky. M.: Molodaja gvardija, 1996. 640 p.)

4. Калбертсон Дж. Т. Математика и логика цифровых устройств / Пер. с англ. Г. А. Шестопала. М.: Просвещение, 1965. 268 с. (Kalbertson J. T. Mathematics and logic of digital devices / Translated by G. A. Shestopal. M.: Prosveshcheniye, 1965. 268 p.)

5. Кудрявцева И. А. Эзотерические языки в обучении теоретическому программированию // Научное мнение. 2014. № 11-2. С. 107-112. (Kudryavtseva I. A. Esoteric languages in teaching theoretical programming // Nauchnoe mnenie [The Scientific Opinion]. 2014. No. 11-2. P. 107-112.)

6. Ляпунов А. А., Шестопал Г. А. Начальные сведения о решении задач на электронных вычислительных машинах // Математическое просвещение. 1957. Вып. 1. С. 57-74. (Lyapunov A. A., Shestopal G. A. Initial data on the solution of tasks on electronic computers // Matematicheskoe prosveshhenie. 1957. Issue 1. P. 57-74.)

7. Платон. Федон, Федр, Пир, Парменид. М.: Мысль, 1999. 528 с. (Platon. Fedon, Fedr, Pir, Parmenid. M.: Mysl, 1999. 528 p.)

8. Плотин. Избранные трактаты. Минск: Харвест; М.: АСТ, 2000. 320 с. (Plotinus. Chosen treatises. Minsk: Harvest; M.: AST, 2000. 320 p.)

9. Светлов Р. В. Гнозис и экзегетика. СПб.: РХГИ, 1998. 480 с. (Svetlov R. V. Gnozis and exegetics. SPb.: RHGI, 1998. 480 p.)

10. Шестов Л. Сочинения: в 2 т. М.: Наука, 1993. (Shestov L. The Works: in 2 volumes. M.: Nauka, 1993.)

11. Busch A. Characterizing Gnostic Scriptural Interpretation // Zeitschrift fur Antikes Christentum. 2017. Vol. 21, Iss. 2. P. 243-271.

12. Dragoş R., Haliţa D. Socket extensions for esoteric languages // Annals of the University of Craiova, Mathematics and Computer Science Series. 2014. Vol. 41. Iss. 2. P. 271-279.

13. Goldberg D. What every computer scientist should know about floatingpoint arithmetic // ACM Computing Surveys (CSUR). 1991. Vol. 23. Iss. 1. P. 5-48.

14. Hoare C. A.R., Jifeng He. Unifying theories of programming. New York: Prentice Hall, 1998. 298, XX p.

15. Nasyrova S. R., Molodovskiy E. A. Esoteric programming languages // Наука и Мир. 2017. Т. 1. № 2 (42). С. 34-38.

16. Roddy N. Ultimate reflections, infinite refractions: Form and function in the elusive genre of testamentary literature // Studia Hebraica. 2003. No. 3. P. 298-310.


Review

For citations:


Kulikov S.B. Interpretation of gnostic late antique texts as key to the uncommon principles for creation of modern programming. Philosophical Problems of IT & Cyberspace (PhilIT&C). 2018;(1):22-36. (In Russ.) https://doi.org/10.17726/philIT.2018.1.2

Views: 214


Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 License.


ISSN 2305-3763 (Online)