검색어: conjectured (에스토니아어 - 영어)

oli conjectured on 18. sajandil.
was conjectured in the 18th century.

mõned on conjectured et käblik tervise sel ajal võis olla halb ja et see võis talle saadetakse dr scarburgh raviks.
some have conjectured that wren's health at this time may have been poor and that this may have led to him being sent to dr scarburgh for treatment.

samuti on ta conjectured, et kui komplekti plaadid plaadid lennuk, seejärel seada võib kasutada plaatide lennuk perioodiliselt.
also, he conjectured that if a set of tiles tiles the plane, then the set may be used to tile the plane periodically.

alates käesoleva tõendeid mõned ajaloolased on conjectured et nicomachus kirjutas ka elulugu ja pythagoras, ja kuigi ei ole otseseid tõendeid, on tõepoolest täiesti võimalik.
from this evidence some historians have conjectured that nicomachus also wrote a biography of pythagoras and, although there is no direct evidence, it is indeed quite possible.

aastal 1973 see oli conjectured et käitumine logistiline võrrand oli sama kvalitatiivne mõttes kõikide g (x), mis on suurim väärtus ja väheneb monotonically mõlemal pool seda ülemmäära.
in 1973 it had been conjectured that the behaviour of the logistic equation was the same in a qualitative sense for all g(x) which have a maximum value and decrease monotonically on either side of this maximum.

algarv lause oli conjectured on 18. sajandi, kuid aastal 1896 kahe matemaatikud sõltumatult tõendatud tulemuse, nimelt hadamard ja vallée poussin. esimest suurt panust tõendavad tulemusena tegi chebyshev aastal 1848, siis tõend oli visandatud riemann aastal 1851. aimugi, et kaks sõltumatut tõendid on toodetud samal ajal on see, et vajalikud vahendid keerulise analüüsi ei olnud arenenud selle ajani.
the prime number theorem had been conjectured in the 18th century, but in 1896 two mathematicians independently proved the result, namely hadamard and vallée poussin. the first major contribution to proving the result was made by chebyshev in 1848, then the proof was outlined by riemann in 1851. the clue to two independent proofs being produced at the same time is that the necessary tools in complex analysis had not been developed until that time.