|
Who Killed Determinants
Lectures on the historical patterns of research and growth in the field of determinants, prompted by…
|
|
Mathematical Assn Of America |
|
|
|
What Is Mathematics And How Do We Teach It, Pt 2
Presents a panel idscussion among top research mathematicians on the relation of counting circuits to group…
|
1966 |
Mathematical Assn Of America |
|
|
|
What Is Mathematics And How Do We Teach It, Pt 1
Presents a panel idscussion among top research mathematicians on the relation of counting circuits to group…
|
1966 |
Mathematical Assn Of America |
|
|
|
What Is Mathematics And How Do We Teach It
Presents a panel discussion among top research mathematicians on the relation of counting circuits to group…
|
1966 |
Mathematical Assn Of America |
|
|
|
What Is Area
Defines the area of a given region as the common limit of the areas of inner…
|
1967 |
Mathematical Assn Of America |
|
|
|
What Is An Integral, Pt 2, Averages Are Integrals
Professor Edwin Hewitt defines averages and describes the Riesz-representation theorem, giving the construction of the…
|
1965 |
Mathematical Assn Of America |
|
|
|
What Is An Integral, Pt 1, Integrals Are Averages
Professor Edwin Hewitt proves five properties that characterize the Riemann integral.
|
1965 |
Mathematical Assn Of America |
|
|
|
What Is An Integral
Professor Edwin Hewitt proves five properties that characterize the Riemann integral. He defines averages and describes…
|
1965 |
Mathematical Assn Of America |
|
|
|
What Is A Set, Pt 2
Uses animation to introduce the set-builder notation for a set, the concept of a subset…
|
1967 |
Mathematical Assn Of America |
|
|
|
What Is A Set, Pt 1
Uses a variety of concrete illustrations to develop the concept of a set. Introduces and illustrates…
|
1967 |
Mathematical Assn Of America |
|
|
|
Volume of a Solid of Revolution
Explains that the volume of an urn-like solid can be expressed as a definite integral
|
1965 |
Mathematical Assn Of America |
|
|
|
Volume by Shells
Explains that the volume of a torus can be expressed as a definite integral using the…
|
1966 |
Mathematical Assn Of America |
|
|
|
Unsolved Problems - Two Dimensions, Film 1
Presents a number of geometric problems which mathematicians cannot solve.
|
|
Mathematical Assn Of America |
|
|
|
Unsolved Problems - Three Dimensions, Film 2
Presents problems in three dimensions which mathematicians cannot solve.
|
|
Mathematical Assn Of America |
|
|
|
Theory Of Limits, Pt 3
Professor E J Mc Shane applies the method 'ADVANCED SETS' to cauchy convergence.
|
1963 |
Mathematical Assn Of America |
|
|
|
Theory Of Limits, Pt 2 - Limits Of Functions And Limit Processes
Professor E J Mc Shane applies the method of advanced sets to the definition of a…
|
1963 |
Mathematical Assn Of America |
|
|
|
Theory Of Limits, Pt 1 - Limits Of Sequences
Professor E J Mc Shane, with the aid of animation, defines the limit of a sequence…
|
1963 |
Mathematical Assn Of America |
|
|
|
The Theorem of the mean
|
1967 |
Mathematical Assn Of America |
|
University of Maryland 16mm |
|
The Definite Integral As A Limit
Defines the definite integral using Riemann sums, and stresses the great latitude permissible in selection of…
|
1967 |
Mathematical Assn Of America |
12 |
16mmEducationalFilms Youtube +2 |
|
Some Unsolved Problems In Geometry
Presents several unsolved geometry problems and shows the solutions for some similar problems. Provides a brief…
|
1970 |
Mathematical Assn Of America |
|
|
|
Singular Perturbation Theory And Geophysics
Discusses how geophysical phenomena, the wind-driven Gulf Stream in the Atlantic and the Kuroshio in…
|
1974 |
Mathematical Assn Of America |
|
|
|
Sets - Union And Intersection
|
1967 |
Mathematical Assn Of America |
|
|
|
Predicting at random
|
1966 |
Mathematical Assn Of America |
|
AV Geeks Archive +1 |
|
Pits, Peaks And Passes, A Lecture On Critical Point Theory, Pt 2
Presents a lecture by Professor Marston Morse in which he analyzes the critical points of continuous…
|
1966 |
Mathematical Assn Of America |
|
|
|
Pits, Peaks And Passes, A Lecture On Critical Point Theory, Pt 1
Professor Marston Morse, with models and animation, derives the simple formula relating the number of pits…
|
1966 |
Mathematical Assn Of America |
|
|
|
One To One Correspondence
|
1967 |
Mathematical Assn Of America |
|
|
|
Non - Standard Analysis, Pt 2
Discusses the non-standard real numbers and the form which the calculus takes when based on…
|
|
Mathematical Assn Of America |
|
|
|
Non - Standard Analysis, Pt 1
Discusses the non-standard real numbers and the form which the calculus takes when based on…
|
|
Mathematical Assn Of America |
|
|
|
NIM and Other Oriented Graph Games
Producer, Richard G. Long; director, Allan Hinderstein
Professor Andrew M. Gleason lectures on nim and other…
|
1966 |
Mathematical Assn Of America |
|
|
|
Newton's Method
Considers the notion of an iterative procedure. Presents Newton's method as such and illustrates it…
|
1966 |
Mathematical Assn Of America |
|
|
|
Mathematics For Tomorrow.
…16 Mm. Eastman Color. Appl. Author: Mathematical Assn. Of America. © National Council Of Teachers Of Mathematics…
|
1964 |
National Council of Teachers of Mathematics. |
10:00 |
Library of Congress |
|
Gottingen And New York - Reflections On A Life In Mathematics
Surveys the career of professor Richard Courant. Provides a lecture by Professor Courant on 'SOAP-BUBLES…
|
1966 |
Amram Nowak Associates / Mathematical Assn Of America |
|
AV Geeks Archive |
|
Fundamental Theorem of the Calculus
Mathematician, Morris Schreiber
Uses animation to demonstrate the fundamental theorem of the calculus. Defines F(x…
|
1967 |
Mathematical Assn Of America |
|
|
|
Fixed Points
Presents a lecture by Professor Solomon Lefschetz in which he describes how his 'MAGIC NUMBER' applies…
|
1966 |
Mathematical Assn Of America |
|
|
|
Differential Topology, Lecture 3
Presents a lecture by Professor John Milnor in which he introduces the grassman manifold and generalized…
|
1966 |
Mathematical Assn Of America |
|
|
|
Differential Topology, Lecture 2
Presents a lecture by Professor John Milnor in which he defines manifold for the piecewise-linear…
|
1966 |
Mathematical Assn Of America |
|
|
|
Differential Topology, Lecture 1
Presents a lecture by professor John Milnor in which he defines smooth mappings and manifolds, diffeomorphism…
|
1966 |
Mathematical Assn Of America |
|
|
|
Counting
Defines the cardinal number of a set as the number of elements in it. Illustrates standard…
|
1967 |
Mathematical Assn Of America |
|
|
|
A Function is a mapping
|
1966 |
Mathematical Assn Of America |
4:00 |
Library of Congress +1 |