◊ Let us then look at the Sanskrit Alphabet itself, its varnas ( vaNa- ) , its structures, its symmetries….
( A ) and ( [ ) are explained as two Infinities – pūrnam adah ( Ad: ) & pūrnam idam ( [dma\ ) in the Shānti Pāth. This links beautifully with Cantors’ theory of Transinfinite cardinals – where the ‘countable infinity’ is …. αº (aleph-naught) ; the uncountable infinity of the continuous line e.g. is …. α¹ (aleph-one), and Omega that which cannot be reached.