<--- Back to Details
First PageDocument Content
Functions and mappings / Type theory / Impredicativity / Philosophy of mathematics / Axiom of reducibility / Logicism / Function / Principia Mathematica / Axiom of choice / Mathematics / Logic / Mathematical logic
Date: 2002-11-18 18:29:08
Functions and mappings
Type theory
Impredicativity
Philosophy of mathematics
Axiom of reducibility
Logicism
Function
Principia Mathematica
Axiom of choice
Mathematics
Logic
Mathematical logic

Add to Reading List

Source URL: math.stanford.edu

Download Document from Source Website

File Size: 255,24 KB

Share Document on Facebook

Similar Documents

STRICT PREDICATIVITY1 Charles Parsons The most basic notion of impredicativity applies to specifications or definitions of sets or classes. If a set b is specified as {x: A(x)} for some predicate A, then the specificatio

DocID: 1unjy - View Document

polymorphism and impredicativity logical verification week

DocID: 1sOhm - View Document

Habilitationsschrift Normalization by Evaluation Dependent Types and Impredicativity Andreas Abel

DocID: 1moyo - View Document

Habilitationsschrift Normalization by Evaluation Dependent Types and Impredicativity Andreas Abel

DocID: 1jwFA - View Document

Type theory / Dependently typed programming / Metalogic / Logic in computer science / Mathematical constructivism / Intuitionistic type theory / Logical framework / Constructivism / Impredicativity / Logic / Mathematics / Mathematical logic

A type-theoretic framework for formal reasoning with different logical foundations Zhaohui Luo? Dept of Computer Science, Royal Holloway, Univ of London Egham, Surrey TW20 0EX, U.K. [removed]

DocID: 10sD1 - View Document