Explicit definition The formula can be expressed explicitly as follows ( although NOTE see the Talk tab; the series equation is only correct if you suspend belief and assume 0 ^x= 1 e.g. when t= 0 or t= 1 ; the non-equivalent expansion immediately below IS correct)
Explicit definition The formula can be expressed explicitly as follows ( where t0 and (1-t) 0 are extended continuously to be 1 throughout 0 , 1 ):
R
although NOTE see the Talk tab; the series equation is only correct if you suspend belief and assume
where t0 and (1-t)
R
^x=
are extended continuously to be
R
e.g. when t=
throughout
R
or t=
,
R
; the non-equivalent expansion immediately below IS correct)
):