Boolean Functions
Boolean Functions and Computation Models
Analysis of Boolean Functions
Timed Boolean Functions
The goal of the book is to present the central idea of representing logical and timing information in a common structure, TBFs, and to present a canonical form suitable for efficient manipulation.
Author: William K.C. Lam
Publisher: Springer Science & Business Media
ISBN: 9780792394549
Page: 273
View: 479
Canadian Journal of Mathematics
Boolean Functions and Their Applications in Cryptography
Cryptographic Boolean Functions and Applications
Boolean Functions
This book: Presents up-to-date research in the field of Boolean networks, Includes the information needed to understand the construction of an asynchronous Boolean systems theory and contains proofs, Employs use of the language of algebraic ...
Author: Serban E. Vlad
Publisher: Wiley
ISBN: 1119517478
Page: 208
View: 352
The Complexity of Boolean Functions
Ugolnikov ( 76 ) : On the realizations of monotone functions by circuits of
functional elements . Probl . Kibern . 31 , 167 - 185 . ... Wegener ( 81 ) : An
improved complexity hierarchy on the depth of Boolean functions . Acta Inform .
15 , 147 - 152 .
Author: Ingo Wegener
Publisher: Wiley
ISBN: 9780471915553
Page: 470
View: 378
Scientific and Technical Aerospace Reports
NBS Special Publication
SYMMETRIC AND PARTIALLY SYMMETRIC BOOLEAN FUNCTIONS
... function* V. PARTIALLY SYMMETRIC FUNCTIONS The importance of the
algorithm given in the previous section is that it can be generalized to the case of
partially symmetric functions. Definition 5,1* A Boolean function of n variables f(x!,
...
Author: Michael A. Harrison
Publisher:
ISBN:
Page:
View: 958
Applied Mechanics Reviews
6 ) it follows : if there exists a Boolean function F for which equality ( 1 . 6 ) is true ,
then function s is an R - function . Function F is called an accompanying function
for f . We shall now give concise information about Boolean functions . Boolean ...
Author:
Publisher:
ISBN:
Page:
View: 701
Boolean Models and Methods in Mathematics Computer Science and Engineering
Simplification of Normal Form Expressions for Boolean Functions of Many Variables
ON THE CLASSIFICATION OF BOOLEAN FUNCTIONS BY THE GENGERAL LINEAR AND AFFINE GROUPS
9* Harrison, M« A* , The Number of Equivalence Classes of Boolean Functions
under Groups Containing Negation, The University of Michigan Technical Note
Olj.879-lj.-T, June (1962)0 10. Harrison, M. A. , The Number of Classes of
Invertible ...
Author: Michael A. Harrison
Publisher:
ISBN:
Page:
View: 772
The number of equivalence classes of boolean functions under groups containing negation
Where bikt #5 the Kronecker delta function, i.e. , l if i = kt, i kt T O Otherwise
Taking all the Z's equal to Zero gives j o * (*. ... For Boolean functions D = (0,1}*
so d = 2* and R = {0, l}. it lo is taken to be the negation group Yl, then We note
that the ...
Author: Michael A. Harrison
Publisher:
ISBN:
Page:
View: 807
An Algorithm for Computer Minimization of Boolean Functions
Fonctions bool ennes Boolean Functions
En mars 2006 s'est tenu à Rouen BFCA'06, le second atelier sur le thème des Fonctions Booléennes. Pendant trois jours, de nombreux chercheurs internationaux s'y sont rencontrés et y ont parlé de leurs travaux.
Author: Jean-Francis Michon
Publisher: Publication Univ Rouen Havre
ISBN: 9782877754224
Page: 201
View: 708