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'''Relation''' (Skt. ''sambandha''; Tib. [[འབྲེལ་བ་]] ''<nowiki>'</nowiki>brel ba'') is defined as ''gzhan sel phyin ci ma log pa'i blo ngor chos gzhan mi 'dor ba''
'''Relation''' (Skt. ''sambandha''; Tib. [[འབྲེལ་བ་]] , ''drelwa'', [[Wyl.]] ''<nowiki>'</nowiki>brel ba'') is defined as གཞན་སེལ་ཕྱིན་ཅི་མ་ལོག་པའི་བློ་ངོར་ཆོས་གཞན་མི་འདོར་བ་, Wyl. ''gzhan sel phyin ci ma log pa'i blo ngor chos gzhan mi 'dor ba''


==Subdivisions==
==Subdivisions==
#relation of identical nature (Skt. ''tādātmyasambandha''; ''bdag gcig 'brel ba'') as, for example, with the qualities of being created and impermanent and so on with regard to a single entity such as a vase.
#relation of identical nature (Skt. ''tādātmyasambandha''; [[བདག་གཅིག་འབྲེལ་བ་]], Wyl. ''bdag gcig 'brel ba'') as, for example, with the qualities of being created and impermanent and so on with regard to a single entity such as a vase.
#relation of origination, causal relation or relation of provenance (Skt. ''tadutpatti''; ''de byung gi 'brel ba'') as, for example, with fire and smoke.
#relation of origination, causal relation or relation of provenance (Skt. ''tadutpatti''; [[དེ་བྱུང་གི་འབྲེལ་བ་]], Wyl. ''de byung gi 'brel ba'') as, for example, with fire and smoke.


==Alternative Translations==
*Connection-inclusion (van der Kuijp)


[[Category:Pramana]]
[[Category:Pramana]]

Latest revision as of 01:51, 13 May 2018

Relation (Skt. sambandha; Tib. འབྲེལ་བ་ , drelwa, Wyl. 'brel ba) is defined as གཞན་སེལ་ཕྱིན་ཅི་མ་ལོག་པའི་བློ་ངོར་ཆོས་གཞན་མི་འདོར་བ་, Wyl. gzhan sel phyin ci ma log pa'i blo ngor chos gzhan mi 'dor ba

Subdivisions

  1. relation of identical nature (Skt. tādātmyasambandha; བདག་གཅིག་འབྲེལ་བ་, Wyl. bdag gcig 'brel ba) as, for example, with the qualities of being created and impermanent and so on with regard to a single entity such as a vase.
  2. relation of origination, causal relation or relation of provenance (Skt. tadutpatti; དེ་བྱུང་གི་འབྲེལ་བ་, Wyl. de byung gi 'brel ba) as, for example, with fire and smoke.

Alternative Translations

  • Connection-inclusion (van der Kuijp)