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by the abbreviation 'पण्णट्ठी' of its full expression 'पण्णट्ठी पंचसया छत्तीसा', 4294967296 by 'बादल' from 'बादाल चउणउदी छण्णउदि बिहत्तरीयछण्णउदी' and 18446744073709551616 by the abbreviation and of
'एक्कट्ठ च चउ छस्सत्तयं च च य सुण्णसत्ततियसत्ता सुण्णं णव पण पंच य एक्कं छक्केक्कगो u 300 T 4
Both the above devices have been developed for mere terseness. Here it is to be noted that Jaina scholars have for facility of calculation adopted a special unit called Pannatthi. 2.10 Word Numerals
The earliest instances of a word being used to denote a whole number are found about 2000 B.C. in the satapdtha Brāhmana and Taittiriya Brāhamana. The earliest instance of the use of the word numerals with place value is found in the Agni - Pūrana. [5]
Jinabhadra Gani (575 A.D.) has used word numerals in Brhat - ksetra - samāsa. Mahāvira (850 A.D.) has frequently used word numerals. He recognised words according to the Jaina philosophy."
Nemicandra has used the word numerals (125 JK, 342 KK, 383 KK, 384 KK, 472 KK, 473 KK, 841 KK, 850 KK, 21 TLS, 25 TLS etc.) according to the Jaina philosophy. They are as follows. Kha, Nabha for o
Naga for 7 Rūpa, Vidhu for 1
Hastin for 8 Naya for 2
Nidhi, Labdhi for 9 Khara for 6
Ravi for 12 etc. These words have been commonly used with other methods. 'Kha' as technical term for zero has been commonily used by Aryabhata - I (476 A.D.). 10 2.11 Numbers of Composite Style
Some numbers have been expressed in the GJK, GKK and TLS by the composition of different methods.
The numbers in the composition of 'Word Numerals' and 'Without Denomination' are as follows - LWM uçurayar (499 KK) = Kha Two Nine One = 1920
ar 8005 (125 JK) - Twelve Kha Six = 6012 RWM fagforfatumurarfauruforieureus - Calelor fararter SA diretguurileum (21 TLS)
= Vidhu Nidhi Naga Nine Ravi Nabha Nidhi Naya Nine Labdhi Nidhi Arhat Vacana, July 99
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