Статья 'Многомерные системы письменности' - журнал 'Филология: научные исследования' - NotaBene.ru
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Philology: scientific researches
Reference:

Многомерные системы письменности

Sobolev Vladislav Evgen'evich

director for information technology at NTS-Komcentr Company

109147, Russia, Moscow, str. Nizhegorodskaya, 1A

qutrit@mail.ru
Other publications by this author
 

 

DOI:

10.7256/2454-0749.2016.1.18054

Received:

18-02-2016


Published:

10-04-2016


Abstract: The subject of the present research is the writing systems which hypothetically speaking can be used in multidimensional spaces described in non-Euclidean geometries, in particular, geometries with more than three dimensions of space. The author of the present research article analyzes the concept of the multidimensional alphabet and multidimensional systems of information encoding. The importance of this topic is proved by the fact that there is a number of physical theories about the Universe being part of the multidimensional space where other civilizations with essentially different communication systems including writing may exist. In his research Sobolev analyzes the main peculiarities of human writing systems from the point of view of their geometrical and physical representation. He also conducts a comparative analysis of human writing systems and multidimensional writing. At the end of his research the author concludes that being reduced to 2D information encoding, human writing systems can be very difficult or even confusing for civilizations unfamiliar with the non-Euclidean geometry.  


Keywords:

color alphabet, Arecibo message, alien writing systems, multidimensional letters, multidimensional alphabet, multidimensional writing, writing systems, unary alphabet, information encoding, cryptanalysis

References
1. Mishchenko A.S., Fomenko A.T. Kurs differentsial'noi geometrii i topologii. M.: MGU, 1980. 439 s.
2. Palazhchenko A. Istoriya bumazhnogo lista. // Nauka i zhizn'. 2009. № 12. S. 84–88.
3. Kiselev A.P. Geometriya (Planimetriya i Stereometriya). M. : Fizmatlit. 2004. 328 s.
4. Rozenfel'd B.A. Neevklidovy geometrii. M.: Gostekhizdat, 1955. 744 s.
5. Vizgin V.P. Relyativistskaya teoriya tyagoteniya (istoki i formirovanie, 1900–1915). M.: Nauka, 1981. 352 c.
6. Aref'eva I.Ya., Volovich I.V. Supersimmetriya: teoriya Kalutsy-Kleina, anomalii, superstruny // Uspekhi fizicheskikh nauk. T. 146. Vyp. 8. 1985. S. 655–681.
7. Marshakov A.V. Teoriya strun ili teoriya polya? // Uspekhi fizicheskikh nauk. T. 172. Vyp. 9. 2002. S. 977–1020.
8. Bellman R.E. Vvedenie v teoriyu matrits. M.: Nauka, 1969. 368 s.
9. Kogan I.M. Prikladnaya teoriya informatsii. M.: Radio i svyaz', 1981. 216 s.
10. Kheming R.V. Teoriya kodirovaniya i teoriya informatsii. M.: Radio i svyaz', 1983. 176 s.
11. Ocherki istorii radioastronomii v SSSR / Red. koll. Salomonovich A.E. i dr. Sbornik. Kiev: Naukova dumka, 1985. S. 240.
12. Gindilis L.M. SETI: Poisk Vnezemnogo Razuma. M.: Fizmatlit, 2004. 648 s.
13. Fomin S.V. Sistemy schisleniya. M.: Nauka, 1987. 48 s.
14. Polyakov V.T. Posvyashchenie v radioelektroniku. M.: Radio i svyaz', 1988. 41 s.
15. Landau L.D., Lifshits E.M. Teoriya polya. 8-e izd., stereotip. M.: Fizmatlit, 2001. 534 s.
16. Gurevich M.M. Tsvet i ego izmerenie. M.–L. : Izdatel'stvo AN SSSR, 1950. 268 s
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