A series representation for a function f having continuous derivatives of all orders. The series is
It is the Maclaurin series of F, where F(x)=f(a+x), so in the case a=0 the Taylor and Maclaurin series are identical. As in the case of Maclaurin series, the Taylor series may or may not be convergent to f(a+x), and can vanish altogether.
- time-lapse photography
- time-of-day clock
- time of flight
- time-of-flight mass spectrometer
- time of ignition
- time of perihelion passage
- timeout
- time plane
- time preference
- time quantization
- timer clock
- time-resolved spectroscopy
- time-resolved X-ray crystallography
- time reversal
- time-reversal symmetry
- time-reversible stationary chain
- time-rock unit
- timescale
- times covered
- time series
- time-series data
- time sharing
- time-slice
- time slicing
- time stamp