Fractional Taylor Series
With the emergence of fractional calculus, a natural question arises about what the Taylor Series expansion would be. Odibat and Shawagfeh answered this in 2007. By using the Caputo fractional derivative, and indicating the limit as we approach from the right, the fractional Taylor series can be written as
Read more about this topic: Taylor Series
Other articles related to "taylor, taylor series, series":
... John Gregory Taylor (born March 31, 1962) is a former American football wide receiver with the San Francisco 49ers ... Taylor attended Pennsauken High School and was one of six NFL players to come from PHS during the 1980s ... Taylor attended Delaware State College and was a member of their football team, the Hornets ...
... Taylor sept, one of several Clan Cameron groups Taylor series, in mathematics, a way to represent any function in power series Taylor University, located in ...
... Taylor stood unsuccessfully for the Conservatives in the 1992 general election in Cheltenham, losing to the Liberal Democrats in a campaign portrayed by outsiders as having been influenced by the issue of race, with ... Taylor was made a life peer as Baron Taylor of Warwick, of Warwick in the County of Warwickshire in 1996 he was the first black Conservative peer ...
... John David Beckett, Baron Taylor of Warwick (born 21 September 1952) is a member of the House of Lords in the Parliament of the United Kingdom ... Taylor initially practised as a barrister and has also been a company director and a TV and radio presenter ... Taylor was sentenced to 12 months imprisonment on 31 May 2011 but was released under home detention curfew just 3 months later ...
Famous quotes containing the words series, fractional and/or taylor:
“Every Age has its own peculiar faith.... Any attempt to translate into facts the mission of one Age with the machinery of another, can only end in an indefinite series of abortive efforts. Defeated by the utter want of proportion between the means and the end, such attempts might produce martyrs, but never lead to victory.”
—Giuseppe Mazzini (18051872)
stay for a fractional sharp
sweetness, ands gone, cant take
more than that.”
—Denise Levertov (b. 1923)
“The growing of food and the growing of children are both vital to the familys survival.... Who would dare make the judgment that holding your youngest baby on your lap is less important than weeding a few more yards in the maize field? Yet this is the judgment our society makes constantly. Production of autos, canned soup, advertising copy is important. Houseworkcleaning, feeding, and caringis unimportant.”
—Debbie Taylor (20th century)