'Lambda calculus' presentation slideshows

Formal Semantics

Formal Semantics. Why formalize?. ML is tricky, particularly in corner cases generalizable type variables? polymorphic references? exceptions? Some things are often overlooked for any language evaluation order? side-effects? errors?

878 views • 72 slides

Tcl Programming: Theory & Practice

Tcl Programming: Theory & Practice. Presented By: Sunil Ramesh. Origins of Tcl. ? -Calculus - 1930. LISP - 1950. TCL - 1990. Alonzo Church, Princeton. John McCarthy, AI Lab, Stanford. C - 1970. John Ousterhout, UC Berkeley. Dennis Ritchie, Bell Labs.

980 views • 63 slides

CMSC 330: Organization of Programming Languages

Type Systems Implementation Topics. CMSC 330: Organization of Programming Languages. Review: Lambda Calculus. A lambda calculus expression is defined as e ::= x variable | ?x.e function | e e function application ?x.e is like (fun x -> e) in OCaml.

708 views • 59 slides

Midterm Review

CS 242. 2008. Midterm Review. John Mitchell. Topics. JavaScript Block structure and activation records Exceptions, continuations Types and type inference Haskell Functional programming Type classes Monads IO Monad General monads Operational semantics. Modularity OO concepts

545 views • 46 slides

Universal Turing Machine Church-Turing Thesis

MA/CSSE 474 Theory of Computation. Universal Turing Machine Church-Turing Thesis. Your Questions?. HW 13 problems Next week's exam Anything else. Previous class days' material Reading Assignments. Universal Turing Machine. The Universal Turing Machine.

713 views • 39 slides

Types

622 views • 38 slides

Lisp

CS 242. Lisp. John Mitchell. Reading: Chapter 3 Homework 1: due Oct 3. Lisp, 1960. Look at Historical Lisp Perspective Some old ideas seem old Some old ideas seem new Example of elegant, minimalist language Not C, C++, Java: a chance to think differently

460 views • 36 slides

David Evans cs.virginia/~evans

392 views • 34 slides

600.103 FUNDAMENTALS OF PRACTICAL COMPUTING Ken Church

456 views • 32 slides

Lexicografie computationala Feb., 2012

Lexicografie computationala Feb., 2012. Anca Dinu University of Bucharest. Introduction. When we construct meaning representations systematically, we integrate information from two different sources:

350 views • 30 slides

The Church-Turing Thesis

The Church-Turing Thesis. Chapter 18. Are We Done?. FSM ? PDA ? Turing machine Is this the end of the line? There are still problems we cannot solve: ? There is a countably infinite number of Turing machines since we can lexicographically enumerate all the strings

1.13k views • 29 slides

David Evans cs.virginia/~evans

Class 38: Fixed Points and Biological Computing. David Evans http://www.cs.virginia.edu/~evans. CS200: Computer Science University of Virginia Computer Science. Menu. Making Recursive Definitions without define Computing with DNA How Biology Programs. Lambda Calculus.

389 views • 29 slides

CO1301 - Games Development 2 Week 21 Turing Machines & Computability

CO1301 - Games Development 2 Week 21 Turing Machines & Computability. Gareth Bellaby. Foundations of Mathematics. David Hilbert Is Maths: Complete? Consistent? Decidable? The Entscheidungsproblem (the "decision problem")

403 views • 28 slides

Lambda Calculus

444 views • 28 slides

Introduction to Lisp Programming

498 views • 26 slides

Programming Languages

Programming Languages. 10. High Level Languages. Java (Object Oriented) ACL2 (Propositional Induction) Algorithmic Information Theory (Information Compression and Randomness) - Kolmogorov Complexity Orc (Parallel Computing) GpH (Parallel Computing)

351 views • 24 slides

COS 116: The Computational Universe

COS 116: The Computational Universe. Adam Finkelstein Spring 2012. COS 116: The Computational Universe. Instructor: Adam Finkelstein TAs: Sema Berkiten & Sourindra Chaudhuri Labs Mon, Wed 7:30-10:20pm, Friend 009 This week only: take-home lab.

319 views • 21 slides

C H A P T E R E I G H T

C H A P T E R E I G H T. Functional Programming. Programming Languages – Principles and Paradigms by Allen Tucker, Robert Noonan. Background:. Functional programming originated in the 1960s to support research in AI and symbolic computing.

312 views • 20 slides

Types and Programming Languages

Types and Programming Languages. Lecture 6. Simon Gay Department of Computing Science University of Glasgow. 2006/07. Lambda Calculus. Lambda calculus is a notation for functions, and can be viewed as a core functional programming language, either untyped (initially) or typed (later).

255 views • 17 slides

Lambda- c al c ul us

Lambda- c al c ul us.

178 views • 10 slides