Videobånd om matematik

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Jo mindre des bedre. En film om nanoteknologi 1999

Journey through genius, episode 1: Math.

Celebrating 100 years of meetings AMS

M.F. Atiyah The mysteries of space

J. Barwise Nonwell founded sets and their applications

L. Bers: European mathematicians’ migration to America

J. Birman A new look at knot polonomials

R.P. Boas Indeterminate forms revisited

R.H. Bott The topological constraints on analysis

W. Browder In search of symmetry

Georg Cantor The battle for transfinite set theory (J. Dauber)

S.C. Chern Characteristic forms

J.H. Conway ax²+hxy+cy²=n

Richard Courant Courant in Göttingen and New York

C.W. Curtis A century of representation theory of finite groups

I. Daubechies Wavelets making waves in mathematics and engineering

J.W. Dauben The art of renæssance sciences: Galileo and perspective

Robert Devaney Chaos, fractals and dynamics: Computer experiments in mathematics

W. Durham Journey through genius

H. Eves Mathematically motivated designs. A lecture by H. Eves

P. Erdös N is a number. A portrait of Paul Erdös

P. Erdös To prove and conjecture. Excepts from three lectures by P. Erdös

Howard Eves Mathematically motivated designs

B. Feigin The conformal field theory from the view of the cohomology theory of the Lie algebras

Fermat’s last theorem (Celebration of the proof)

Interview with I.M. Gelfand

J.V. Grabiner Descartes and problem solving

J.V. Grabiner Was Newton’s calculus just a dead end ? Maclauring and the Scottish connection.

R.L. Graham Arithmetic progressions: From Hilbert to Shelah

M. Gromov Soft and hard symplectic geometry

P. Halmos Cosets, Clusters, Spinsiers, and Schroder Bernstein.

Paul Halmos Has progress in mathematics slowed down?

P. Halmos Matrices I have met

R. Herb Harish-Chandra and his work

T. Hawkins Episodes in the origins of the representation theory of Lie algebras

D. Hoffman Natural minimal surfaces, via theory and computation

J. Hubbard The beauty and complexity of the Mandelbrot set

V.F.R. Jones Von Neumann algebras in math. and phys.

J.G. Kemeny How computers have changed the way I teach

S. Lang Case studies of political opinions passed off as sci and math.

P.D. Lax The flowering of applied mathematics

G. Lusztig Intersection cohomology methods in representation theory

S. Mac Lane Algebra as a means of understanding mathematics

S. Mac Lane Fifty years of mathematical reviews

B. Mazur Fermat's last theorem

D. McDuff Applications of PDE methods by Gromov, Floer and others to symplectic geometry

R.L. Moore Challenge in the classroom

R.L. Moore The Moore method. A documentary on R.L. Moore

Cathleen S. Morawetz The last 75 years: Giants of applied mathematics

F. Morgan Compound soap bubbles, shortest networks and minimal surfaces

D. Mumford Oscar Zariski and his work

“John von Neumann - A documentary “

L. Nirenberg On the maximum principle

H.O. Pollak Some mathematics of baseball

George Polya Let us teach guessing

Kenneth A.Ribet Modular elliptic curves and Fermat’s last theorem

I.M. Singer The current interface of geometry and elementary particle physics

S. Smale The story of the higher-dimensional Poincare conjecture

C.H. Taubes The Seiberg-Witten invariants

J.E. Taylor Crystals in equilibrium and otherwise

D.A. Vogan Representations of reductive Lie groups

N.R. Wallach Some applications of group representations

Floyd L. Williams An analogue of Hüber’s formula for Riemann’s zeta function

Edward Witten String theory and geometry