A Taylor's series is a series expansion that acts as a representation of a function. A series expansion is a representation of a function as a sum of powers in one of its variables or a sum of powers of another function. A more specific form of a...

Maclaurin's theorem is a specific form of Taylor's theorem, or a Taylor's power series expansion, where c = 0 and is a series expansion of a function about zero. The basic form of Taylor's theorem is: n = 0 (f(n)(c)/n!)(x - c)n. When the appropriate...

In mathematics, the Taylor series is a representation of a function as an infinite sum of terms calculated from the values of its derivatives at a single point. It may be regarded as the limit of the Taylor polynomials. Taylor series are named in honour...

"Taylor's Guide to Trees," and "Taylor's Guide to Garden Design," edited by Gordon P. DeWolf Jr., Houghton Mifflin Co., 479 pages, $14.95. These are the latest two volumes in an outstanding series of paperbacks losely based on the classic "Taylor's Encyclopedia of...

Philadelphia Tribune, The 11-17-1998 Paul Taylor ensemble opens series with new works The 1998-99 Dance Celebration/Next Move Festival got off to a rousing start with its opening presentation of The Paul Taylor Dance Co. Now in its 43rd season, this versatile, highly-trained...