Dignaga's Definition of kalpana:
نویسندگان
چکیده
منابع مشابه
Definition of Architecture
This paper seeks to investigate a new definition for architecture by unifying the three Vitruvian principles of firmitas, utilities, and venustas via a phenomenological approach in the interpretation and analysis of their role in defining architecture. The paper is composed in two main sections. The first section investigates the nature of architecture based on the mentioned principles, where a...
متن کاملLow level cloud motion vectors from Kalpana-1 visible images
Till now low-level winds were retrieved using Kalpana-1 infrared (IR) images only. In this paper, an attempt has been made to retrieve low-level cloud motion vectors using Kalpana-1 visible (VIS) images at every half an hour. The VIS channel provides better detection of low level clouds, which remain obscure in thermal IR images due to poor thermal contrast. The tracers are taken to be 15× 15 p...
متن کاملNeutraceuticals in Ayurveda with special reference to Avaleha Kalpana
The use of Neutraceuticals has drastically risen in recent years. Dr Stephan De Felice coined the term Neutraceuticals from "nutrition" and "pharmaceutical" in 1989. Related terms are "functional food" and "dietary supplement". In Ayurvedic pharmaceutics there are some secondary preparations like Avaleha Kalpana (Medicated semisolid preparation), Asavarista Kalpana (fermented preparation), Sneh...
متن کاملTowards an Operational Definition of Critical Thinking
This paper offers a state-of-the-art working definition for the concept of Critical Thinking (CT hereafter) in an attempt to provide a framework for the development of an operational definition for this complex concept. Having studied various definitions and models, proposed for CT by major figures in the field, the key defining features of this rich concept were identified and classified. Base...
متن کاملA Preferred Definition of Conditional Rényi Entropy
The Rényi entropy is a generalization of Shannon entropy to a one-parameter family of entropies. Tsallis entropy too is a generalization of Shannon entropy. The measure for Tsallis entropy is non-logarithmic. After the introduction of Shannon entropy , the conditional Shannon entropy was derived and its properties became known. Also, for Tsallis entropy, the conditional entropy was introduced a...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
ژورنال
عنوان ژورنال: Journal of Indian and Buddhist Studies (Indogaku Bukkyogaku Kenkyu)
سال: 2010
ISSN: 0019-4344,1884-0051
DOI: 10.4259/ibk.58.2_1002