Computational Category Theory
by D.E. Rydeheard, R.M. Burstall
Number of pages: 263
This book is an account of a project in which basic constructions of category theory are expressed as computer programs. The programs are written in a functional programming language, called ML, and have been executed on examples. The authors have used these programs to develop algorithms for the unification of terms and to implement a categorical semantics. In general, this book is a bridge-building exercise between category theory and computer programming. These efforts are a first attempt at connecting the abstract mathematics with concrete programs, whereas others have applied categorical ideas to the theory of computation.
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by Robert Harper - Carnegie Mellon University
What follows is a working draft of a planned book that seeks to strike a careful balance between developing the theoretical foundations of programming languages and explaining the pragmatic issues involved in their design and implementation.
by Shuly Wintner - ESSLLI
This text is a mild introduction to Formal Language Theory for students with little or no background in formal systems. The motivation is Natural Language Processing, and the presentation is geared towards NLP applications, with extensive examples.
by Mira Balaban - Ben-Gurion University of the Negev
This course is about building computational processes. We need computational processes for computing functions. The means for performing computational processes are programs. The emphasis is on programming languages and their properties.
by David Schmidt - Kansas State University
Denotational semantics is a methodology for giving mathematical meaning to programming languages and systems. This book was written to make denotational semantics accessible to a wider audience and to update existing texts in the area.