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Cybernetics and programming
Reference:

Computer Simulation of Physical Processes with Multi-dimensional Time

Sobolev Vladislav Evgen'evich

director for information technology at NTS-Komcentr Company

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

qutrit@mail.ru
ƒругие публикации этого автора
 

 

DOI:

10.7256/2306-4196.2016.4.20061

Review date:

11-08-2016


Publish date:

26-08-2016


Abstract: The artice is devoted to discussing whether it is possible to create a computer simuation of physical processes ongoing within the framework of hypothetic universes where the dimension of time exceeds one unit. This problem is viewed in terms of digital physics assuming that our Universe can be a virtual sumulation operated by a computer program based on initial conditions and a set of algorithms that determine the rules of the Universe evolution. In his research Sobolev analyzes the main evolutionary principles of classical and quantum systems as well as evolutionary principles of hypothetic systems with multidimensional time. The author carries out a comparative analysis of one-dimensional and multi-dimensional time systems and considers the main distinctive features of system evolution within the framework of the multidimensional time of events. The author also views examples of systems with a finite and infinite number of timporal dimensions. The author shows that algorithmization of processes ongoing in multi-dimensional time systems requires logics fundamentally different from logics of the evolution of our physical reality with the time dimension being equal to one unit. 
 


Keywords: many-worlds interpretation, quantum mechanics, quantum logic, computational model, computer simulation, virtual reality, multidimensional time, digital physics, multidimensional logic, evolution
This article written in Russian. You can find full text of article in Russian here .

References
1.
Wolfram S. A New Kind of Science. Ц Wolfram Media, Inc., 2002. Ц 1197 p. Ц URL: http://www.wolframscience.com/nksonline/toc.html
2.
Lloyd S. Programming the Universe. Ц New York: Knopf, 2004. Ц 221 p.
3.
Lloid S., Endzhi Dzh. Singulyarnyi komp'yuter. // V mire nauki. Ц 2005. Ц є 2. Ц S. 32Ц43.
4.
Wheeler J. A. Information, physics, quantum: The search for links. // in W. Zurek (ed.) Complexity, Entropy, and the Physics of Information. Redwood City, CA: Addison-Wesley, 1990. Ц P. 3Ц28.
5.
Sobolev V. E. Kvant znaniya i informatsiya kak gnoseologicheskaya problema. // Filosofskaya mysl'. Ц 2016. Ц є6. Ц S. 19Ц27. Ц URL: http://e-notabene.ru/fr/article_19212.html
6.
Lem S. Summa tekhnologii. Ц M. : Mir, 1968. Ц 608 s.
7.
Blokhintsev D. I. Osnovy kvantovoi mekhaniki. 5-e izd. Ц M. : Nauka, 1976. Ц 664 s.
8.
Nenashev M. I. Antropnyi printsip i problema nablyudatelya. // Voprosy filosofii. Ц 2012. Ц є 4. Ц S. 64Ц74.
9.
Feigin O. O. Paradoksy kvantovogo mira. Ц M. : Eksmo, 2012. Ц 288 s.
10.
Karpenko A. S. Mnogoznachnye logiki. // Logika i komp'yuter, vyp. є 4. Ц M. : Nauka, 1997. Ц 223 s.
11.
Levin V. I. Beskonechnoznachnaya logika v zadachakh kibernetiki. Ц M. : Radio i svyaz', 1982. Ц 176 s.
12.
Kruglov V. V., Dli M. I., Golunov R. Yu. Nechetkaya logika i iskusstvennye neironnye seti. Ц M. : Fizmatlit, 2001. Ц 221 s.
13.
Mes'kov V. S. Ocherki po logike kvantovoi mekhaniki. Ц M. : Izd-vo MGU, 1986. Ц 144 s.
14.
De Broil' L. Sootnoshenie neopredelennostei Geizenberga i veroyatnostnaya interpretatsiya volnovoi mekhaniki. Ц M.: Mir, 1986. Ц 342 s.
15.
Bargatin I. V., Grishanin B. A., Zadkov V. N. Zaputannye kvantovye sostoyaniya atomnykh sistem. // Uspekhi fizicheskikh nauk, t. 171, vyp. 6, 2001. Ц S. 625Ц647. Ц URL: http://ufn.ru/ru/articles/2001/6/c/
16.
Kitaev A., Shen' A., Vyalyi M. Klassicheskie i kvantovye vychisleniya. Ц M. : MTsNMO, 1999. Ц 192 s.
17.
Everett H. Theory of the Universal Wavefunction. Thesis. Ц Princeton University, 1973. Ц pp. 1Ц140. Ц URL: http://www.pbs.org/wgbh/nova/manyworlds/pdf/dissertation.pdf
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