File:Koshelev D.E. - Periodisation of the historical process based on the monomyph (2023).pdf

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Original file(872 × 1,239 pixels, file size: 1.74 MB, MIME type: application/pdf, 14 pages)

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Periodisation of the historical process based on the monomyph as a possible solution to the problem of parallelisms

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Dmitry Koshelev: Periodisation of the historical process based on the monomyph as a possible solution to the problem of parallelisms   (Wikidata search (Cirrus search) Wikidata query (SPARQL)  Create new Wikidata item based on this file)
Author
Dmitry Koshelev  (1977–) wikidata:Q34457335
 
Dmitry Koshelev
Alternative names
Dimitri Koshelev; Dmitriy Koshelev; Dmitry Yevgenyevich Koshelev
Description Russian-Soviet jurist, Wikimedian, entrepreneur and public figure
Date of birth 14 June 1977 Edit this at Wikidata
Location of birth Tobolsk
Authority file
author QS:P50,Q34457335
image of artwork listed in title parameter on this page
Title
Periodisation of the historical process based on the monomyph as a possible solution to the problem of parallelisms
Series title Proceedings of the International Conference «Scientific research of the SCO countries: synergy and integration» — Reports in English (July 12, 2023. Beijing, PRC)
Volume 4
Publisher
Scientific publishing house Infinity
Description
中文:抽象的。 以中国、伊朗和欧洲2500年的历史为例,基于卡罗尔·S·皮尔逊(Carol S. Pearson)的12个原型体系(英雄之旅的概念)构建历史进程分期的可 能性是 显示。 已确定了 17 个时期,最后一个属于“小丑时代”。
关键词:历史平行性、历史分期、中国、伊朗、欧洲、皮尔逊十二原型体系。
English: Abstract. On the example of the history of China, Iran and Europe for a period of 2500 years, the possibility of constructing a periodization of the historical process based on the system of 12 archetypes of Carol S. Pearson (the concept of the hero’s journey) is shown. 17 periods have been identified, the last of which falls on the «Jester’s era».
Keywords: historical parallelisms, periodization of history, China, Iran, Europe, Pearson’s 12-archetype system.
Language English
Publication date 12 July 2023
Authority file  ISBN: 978-5-905695-82-7
Source Own work
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current10:06, 17 July 2023Thumbnail for version as of 10:06, 17 July 2023872 × 1,239, 14 pages (1.74 MB)Дмитрий Кошелев (talk | contribs)Uploaded own work with UploadWizard

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