In this memorandum we study a delta-PCM quantizing scheme for real-valued signals with bonded derivative.
In raster graphics a line must be drawn as a "discrete segment", a set of integer grid points that lie close to it.
A statistician would be considered extremely incautious if, on designing an experiment to determine the regression of y on x, she/he sampled only from two values of x and ignored the possibility of
In the classic rank aggregation (RA) problem, we are given L input lists with potentially inconsistent orders of n elements: Our goal is to find a single order of all elements that minimizes the to
Concept of n-width and extremal subspaces, first introduced by Kolmogorov, plays an important part in mathematical problems of approximation of classes of functions and in engineering problems of s
T HE parallel-tuned transformer has been used in radio-frequency amplifiers for many years. 1 In an excellent paper, 2 Christopher based design formulas on the principles of the broad band filter.
We consider a fluid queue fed by sessions, arriving according to a Poisson process; a session has a heavy-tailed duration, during which traffic is send at a constant rate.
Certain matrix relationships play an important role in optimality conditions and algorithms for nonlinear and semidefinite programming.
In his 1974 Shannon Lecture, 2 D. Slepian introduced still another way of resolving the well-known paradoxes that arise when bandlimited signals are studied in a physical "real world" context.
The small-signal rate equations for a semiconductor laser can be represented as a network of electrical components, as shown by Tucker and Kaminow for the case of finite gain compression epsilon>
