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Special issue: Indian logic
February 13th, 2022
Studia Humana special issue on Indian logic

Interdisciplinary journal Studia Humana invites contributors interested in Indian logic to send paper proposals. In this ussue we are going to explicate a logical-epistemological dimension of traditional philosophical thinking of different darśanas as well as of non-orthodox schools such as Yogācāra and Mādhyamaka.

Suggested topics include, but are not limited to the following:

- Conceptual differences between dharma and dharmin in the darśanas

- Epistemological and cognitive aspects of Advaita Vedānta

- Semantical and epistemological aspects of Mīmāṃsā

- Ontological and semantical aspects of Vaiśeṣika

- Logical theory of Nyāya

- Logical theory of Yogācāra

- Jain logic

- Logical critics of Mādhyamaka

- Argumentation and debates according to one of the schools of Indian philosophy

- Formalizations of epistemological and logical doctrines of Indian philosophy

Authors are asked to send their papers until the end of August 2022 to the following e-mail address: Andrew.Schumann@gmail.com

Accepted papers are scheduled for publication in 4 issue 2022 (November), while all finally accepted papers may be published prior to assignment to the issue as early view.

Instructions for authors:
http://studiahumana.com/for-authors.html
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Early view option
September 25th, 2020

MOST OFTEN READING TEXT:

Many-worlds theory of truth
author: Alexander Boldachev,
The logical world is a set of propositions, united by common principles of establishing their truth. The many-worlds theory asserting that the truth of any proposition in any given logical world is always established by comparing it with standard propositions in this world – directly or via the procedure of transferring the truth.

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Consistency and Some Other Requirements of a Formal Theory in the Context of Multiverse Models

author: Ivan Karpenko,
The paper is devoted to the problem of describing reality in the language of mathematics and logic in connection with intellectual intuition. The question raised is how the basic requirements of mathematical theory and logic will change if some of the multiverse models of modern physics are taken as the basis. Mathematics is considered in the context of various historical approaches. It is shown that some of the well-known requirements of a formal theory (such as consistency) may begin to play a different role if the multiverse hypothesis is accepted. In the framework of theories based on the idea of multiple worlds, the logical consequence, the natural law of Duns Scotus, the law of excluded middle, and other well-known facts of classical logic which in some cases cause controversy due to their intuitive unacceptability are resolved. The paper discusses an approach based on paraconsistent logics: such logics can be considered the first to correspond to multiverse theories.