We design new polynomials for representing threshold functions in three different regimes:
probabilistic polynomials of low degree, which need far less randomness than previous …

The author presents a new type of nonlinear signal model which constitutes a natural
extension of the classical exponential autoregressive (EXPAR) model introduced by T. Ozaki …

We give a closed form for the generating function of the discrete Chebyshev polynomials.
The closed form consists of the MacWilliams transform of Jacobi polynomials together with a …

One basic limitation of using the periodogram as a frequency estimator is that any of its
significant peaks may result from a diffuse (or spread) frequency component rather than a …

An estimation method is presented for polynomial phase signals, ie, those adopting the form
of a complex exponential whose phase is polynomial in its indices. Transcending the scope …

We give two recursive expressions for both MacWilliams and Chebyshev matrices. The
expressions give rise to simple recursive algorithms for constructing the matrices. In order to …

An Indexed Bibliography of Genetic Algorithms in the Nordic and Baltic Countries Page 1 An
Indexed Bibliography of Genetic Algorithms in the Nordic and Baltic Countries compiled by …

Our main limitation result is that a large class of tensors generalizing the Coppersmith-
Winograd tensors (the family of tensors used in all record-holding algorithms for the past 30+ …

An Indexed Bibliography of Genetic Algorithm Theses Page 1 An Indexed Bibliography of
Genetic Algorithm Theses compiled by Jarmo T. Alander Department of Electrical Engineering …

There are at least two points of view when representing elements of \mathbbF_2^n, the field
of 2 n elements. We could represent the (nonzero) elements as powers of a generating …