
weiner-ikhara siddhaantam

weiner-ikhara siddhaantam anedi oka taberian siddhaantam. idhi weiner yokka taberian siddhaantam nundi anusaristundi, mariyu pradhana sankhya siddhaantaanni niroopinchadaaniki upayoginchavacchu (chandrasekharan, 1969).
prakatana.
a" ("x") anedi 0 ≤ "x" <φ kosam nirvachinchabadina "x" yokka pratikuulam kaani, ekakaalikam kaani taggani function gaa undanivvandi. anie anukundam
r ("s")> 1 kosam "f" ("s") anae functionku mariyu konni pratikuulam kaani sankhya "c" kosam,
r ("s") ≤1 kosam nirantara functionga podigimpu undhi.
appudu "x" anedi "e" − "x" a "(" x ") yokka anantaniki vellae parimiti c kii samanam.
oka pratyeka application.
eee siddhaantam yokka mukhyamaina sankhya-siddhaantaparamaina anuvartanam roopam yokka dirichlet shreniki.
ikkada "a" ("n") anedi pratikuulam kaadu. syries oka vislaeshanhaatmaka function loki kalustundi unte
s" = "b" vadda avasheshaala "c" yokka saadhaarana dhruvamtho, appudu
dheenini reeman gta function yokka lagarithmic utpannaaniki vartimpajeyadam, ikkada dirichlet shreniloni gunakaalu vaan mangolt function yokka viluvalu, gta functionku rekhapai sunnalu levane vaastavam nundi pradhana sankhya siddhaantaanni oohinchadam saadhyamavutundi.