December 2025
Intermediate to advanced
480 pages
21h 45m
English
A signal described by a continuous function of time has a unique value at every definable instant. For example, given the continuous cosine signal
, its value at an arbitrary time such as t = 5.00012 can be determined by computing
with the aid of a pocket calculator. This chapter deals with discrete time signals of the form
for constant
and integer
, which do not exist at every point in time, but which are generally representative of an underlying continuous signal
.
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