<--- Back to Details
First PageDocument Content
Logic / Mathematics / Abstraction / Mathematical logic / Mathematical notation / Predicate logic / Elementary mathematics / Metalogic / Substitution / Term / Lambda calculus / Structure
Date: 2007-05-28 05:00:45
Logic
Mathematics
Abstraction
Mathematical logic
Mathematical notation
Predicate logic
Elementary mathematics
Metalogic
Substitution
Term
Lambda calculus
Structure

From notation to semantics: there and back again Luca Padovani1 and Stefano Zacchiroli2 1 Information Science and Technology Institute, University of Urbino

Add to Reading List

Source URL: matita.cs.unibo.it

Download Document from Source Website

File Size: 304,45 KB

Share Document on Facebook

Similar Documents

Math Jax: A Platform for Mathematics on the Web Davide Cervone Over the past three years, a project has been quietly evolving that has important implications for those interested in using mathematical notation

Math Jax: A Platform for Mathematics on the Web Davide Cervone Over the past three years, a project has been quietly evolving that has important implications for those interested in using mathematical notation

DocID: 1uDjw - View Document

UEB from K-3 Reference Sheet Contractions which are no longer used: ble ation ally

UEB from K-3 Reference Sheet Contractions which are no longer used: ble ation ally

DocID: 1ru37 - View Document

American Concrete Institute (ACI) Journal Documentation Style Introduction This document is intended as a resource for students instructed to complete coursework according to ACI style guidelines. It is based on informat

American Concrete Institute (ACI) Journal Documentation Style Introduction This document is intended as a resource for students instructed to complete coursework according to ACI style guidelines. It is based on informat

DocID: 1rsKn - View Document

Optimal Staged Self-Assembly of General Shapes∗ Cameron Chalk1 , Eric Martinez1 , Robert Schweller1 , Luis Vega1 , Andrew Winslow2 , and Tim Wylie1 1  Department of Computer Science

Optimal Staged Self-Assembly of General Shapes∗ Cameron Chalk1 , Eric Martinez1 , Robert Schweller1 , Luis Vega1 , Andrew Winslow2 , and Tim Wylie1 1 Department of Computer Science

DocID: 1rsAT - View Document

The Practical Use of the Bemer Method for Exponentials Update Version: September 5, 2006 Ron Doerfler (http://www.myreckonings.com) In Chapter 4 of my book, Dead Reckoning: Calculating Without Instruments, a method is gi

The Practical Use of the Bemer Method for Exponentials Update Version: September 5, 2006 Ron Doerfler (http://www.myreckonings.com) In Chapter 4 of my book, Dead Reckoning: Calculating Without Instruments, a method is gi

DocID: 1rrb5 - View Document