Math Seminars/Experimental Discoveries of Mathematical Facts

[Math]

M A T H E M A T I C S   S E M I N A R S   2006


Series of Lectures in
"Experimental Discoveries of Mathematical Facts"


Lecture 1		Statistics of topological structures of smooth functions, of
     			polynomials of trigonometric polynomials, of affine
			Coxeter groups and the Sixteenth Problem of Hilbert
			Wednesday, 5 April, at 14:30

ICTP/SISSA  		Complexity of Finite Sequences
Joint Colloquium 	Tuesday, 11 April, at 14:00

Lecture 2  		Random permutations and Young diagrams of Fibonacci
			automorphisms of tori.
             		Thursday, 20 April, at 15:00

Lecture 3 		Frobenius numbers, geometry and statistics of additive 	
			semigroups of integers.
			Wednesday, 26 April, at 14:30


Professor V.I. Arnold
(Steklov Mathematical Institute, Moscow, Russia)



No previous knowledge is needed to understand the Colloquium and the 
lectures. Several problems will be enounced during the talks.

These four talks form the July 2005 lecture "Experimental discoveries 
of mathematical facts", read by V.I. Arnold at the Nuclear Center 
"Dubna" (Russian "CERN") to the high school students (who understand 
new things better than the Nobel Prize or Fields medal winners), and 
later (28 February 2006) at Université de Paris - Institut de 
Mathematiques de Jussieu.


All the lectures will be held in the ICTP Seminar Room
  (Main Building, , first floor)
  
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