Sadr u-din Shirazi and Spinoza`s monism comparatively viewed
Authors
Abstract:
This article doesn't have abstract
similar resources
Seyyed Mortaza on “compensation” and “reward”, comparatively viewed
This article has no abstract.
full textSheikh-e Eshraq and Molla Sadra on reincarnation comparatively viewed
This article has no abstract.
full textDin din! The (Semantic) Turkey is served!
From its first introduction in this same conference, the original prototype of the Semantic Bookmarking tool Semantic Turkey has undergone a deep and extensive revision process, breaking the boundaries of its original intents and going more and more towards an extensible platform for Knowledge Management and Acquisition based on Semantic Web technologies. Following its recent official release, ...
full textTathāgatagarbha, Emptiness, and Monism
The tathāgatagarbha doctrine is one of the most significant Buddhist doctrines to have come under the scrutiny of scholars in recent times. One of the more interesting aspects of this doctrine is that it focuses attention on the nature of the Buddhist “absolute” or highest truth in such a way as to make clear many of the problems and concerns of the Buddhist community after the advent of the do...
full textMonism and Material Constitution
Are the sculpture and the mass of gold which permanently makes it up one object or two? In this paper, we argue that the monist, who answers ‘one object’, cannot accommodate the asymmetry of material constitution. To say ‘the mass of gold materially constitutes the sculpture, whereas the sculpture does not materially constitute the mass of gold’, the monist must treat ‘materially constitutes’ a...
full textqutb al-din shirazi and faḍl ibn hātam neyrīzī and postulates of euclidean geometry
“euclid’s elements” begins by an introduction into definitions, postulates and common notions; the postulates are presented in the science of geometry by euclid without any or explanations. however, regarding the significance of postulates which is the fundamental to geometrical proving and solving geometrical theorems, some translators and interpreters of euclid’s elements provide explanation ...
full textMy Resources
Journal title
volume 8 issue None
pages 33- 52
publication date 2012-06
By following a journal you will be notified via email when a new issue of this journal is published.
No Keywords
Hosted on Doprax cloud platform doprax.com
copyright © 2015-2023