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Matematičeskoe obrazovanie
Année 1999
Précédent
Suivant
Sommaire du
Fascicule no. 1
On some Transformations Generated by a Triangle
A. G. Myakishev
p. 2-24
An Integral Proof of the Arithmetic Mean – Geometric Mean Inequality
S. I. Kalinin
p. 25-28
Sums of Squares of Polynomials
V. V. Prasolov
p. 29-44
The 17th Hilbert Problem
V. V. Prasolov
p. 45-66
Competitions, Mathematics, Life
A. Yu. Soifer
p. 67-83
Plato's Atoms, Theon's Algorithm and the “Spermatic Logos" Notion
A. I. Schetnikov
p. 84-94
The 5th International Mathematics Congress in Cambridge
D. M. Sintsov
p. 95-105
On M. Postnikov Book Concerning the Ancient History Chronology
p. 106-109
Our Readers Write
Sommaire du
Fascicule no. 2-3
Numbers and Sums. Optional Course in Mathematics for 13-15 years old students
I. V. Artamkin
;
A. L. Gorodentsev
;
A. G. Kulakov
;
М. А. Прохоров
;
S. M. Khoroshkin
;
А. В. Хохлов
p. 2-57
Teach a Creator (Math games for school students)
M. Bedenko
p. 58-86
Notes on Apollonian Circles
A. Ruinskii
p. 87-94
Jordan Theorem
V. V. Prasolov
p. 95-101
The “Tuimaada" International Math Olympiad's Problems
S. V. Popov
p. 102-121
The Tournament of the Towns' 11-th Summer Conference Problems
p. 122-149
100 Years Ago: On Russian Congresses of Math Teachers
R. Z. Gushel'
p. 150-166
On Books Published by the “Regulary Chaotic Dynamics" Journal
A. V. Borisov
p. 167-169
Sommaire du
Fascicule no. 4
Numbers and Sums (the End)
Коллектив авторов
p. 2-18
On a Cubic Curve Connected to a Triangle
A. G. Myakishev
p. 19-30
Notes on Inequalities
V. V. Prasolov
p. 31-34
On the Equation F(
$\cos$
x,
$\sin$
x) = 0, F(
$z_1$
,
$z_2$
) Being a Quadratic Polynomia
V. S. Kulikov
p. 35-40
A Physicist in a Secondary School
V. Dement'ev
p. 41-51
A Multi-discipline Olympiad in the Kosmograd
A. Belyakov
p. 52-58
The Tournament of the Towns Problems: the Autumn Tour, 1999
p. 59-62
Mathematics as a Science and a School Discipline
Вс. Шереметевский
p. 63-74