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Foundations of Measurement

A Lecture Series from 1981

(All videos are in .mov format and require Quicktime Player to run; clicking the thumbnail will open the video in a new browser window.)

Introduction to Measurement
Lecture 1
An Introduction to Measurement
With Patrick Suppes, R. Duncan Luce, and Amos Tversky
Duration: 48m
 
Ordinal Measurement
Lecture 2
Ordinal Measurement
With Patrick Suppes
 
Duration: 57m
     
Extensive Measurement 1
Lecture 3
Extensive Measurement, Part 1
With R. Duncan Luce
Duration: 52m
 
Extensive Measurement 2
Lecture 4
Extensive Measurement, Part 2
With R. Duncan Luce
Duration: 50m
     
Difference Measurement
Lecture 5
Difference Measurement
With Patrick Suppes
Duration: 45m
 
Non Associative Measurement
Lecture 6
Non Associative Measurement
With R. Duncan Luce
Duration: 52m
     
Qualitative Probability
Lecture 7
Qualitative Probability
With Patrick Suppes
Duration: 59m
 
Conditional Expected Utility
Lecture 8
Conditional Expected Utility
With Patrick Suppes
Duration: 50m
     
Conjoint Measurement 1
Lecture 9
Conjoint Measurement, Part 1
With R. Duncan Luce
Duration: 59m
 
Conjoint Measurement 2
Lecture 10
Conjoint Measurement, Part 2
With R. Duncan Luce
Duration: 48m
     
Measurement Inequalities
Lecture 11
Measurement Inequalities
With Amos Tversky
Duration: 49m
 
Meaningfulness
Lecture 12
Meaningfulness
With R. Duncan Luce
Duration: 54m
     
Dimensional Analysis 1
Lecture 13
Dimensional Analysis, Part 1
With R. Duncan Luce
Duration: 56m
 
Dimensional Analysis 2
Lecture 14
Dimensional Analysis, Part 2
With R. Duncan Luce
Duration: 49m
     
Analytic Geometry
Lecture 15
Analytic Geometry
With Patrick Suppes
Duration: 49m
 
Axiomatic Geometry
Lecture 16
Axiomatic Geometry
With Patrick Suppes
Duration: 53m
     
Axiomatizability 1
Axiomatizability
Part 1
With Patrick Suppes
Duration: 52m
 
Axiomatizability 2
Axiomatizability
Part 2
With Patrick Suppes
Duration: 50m