by Keijo Ruohonen
Publisher: Tampere University of Technology 2009
Number of pages: 98
In these lecture notes the classical Chomskian formal language theory is fairly fully dealt with, omitting however much of automata constructs and computability issues. In addition, surveys of Lindenmayer system theory and the mathematical theory of codes are given.
Home page url
Download or read it online for free here:
by Eric C.R. Hehner - Springer
Understanding programming languages requires knowledge of the underlying theoretical model. This book explores aspects of programming that are amenable to mathematical proof. It describes a simple and comprehensive theory.
by William R. Cook - UT Austin
This document is a series of notes about programming languages, originally written for students of the undergraduate programming languages course at UT. It assumes knowledge of programming, and in particular assume basic knowledge of Haskell.
by D.E. Rydeheard, R.M. Burstall
The book is a bridge-building exercise between computer programming and category theory. Basic constructions of category theory are expressed as computer programs. It is a first attempt at connecting the abstract mathematics with concrete programs.
by Michael I. Schwartzbach - IT University of Copenhagen
These notes present principles and applications of static analysis of programs. We cover type analysis, lattice theory, control flow graphs, dataflow analysis, fixed-point algorithms, narrowing and widening, control flow analysis, pointer analysis.