Beginning from 2008 in our School it was organised
lectures in different topics of mathematics
for undergraduate students. These lectures usually were
delivered by our lecturers.
Some of these lectures which I did I put here on the web
On one theorem of linear algebra and
free particles Here we explain how the famous
theorem of linear algebra on simultaneous reductions
of two quadratic forms to normal forms, explain why
an arbitrary system in a linear approximation
may be considered as a collection of
non-interacted oscillators (lecture on 20 March 2019)
Locally Euclidean Geometries and
Lobachevsky geometry (lecture on 22 November 2017)
We give here detailed abstract of the talk in ``Galois lectures''
which is planned on Wednesday
2-nd March. The content of the talk see in the etude below.
(February 2016)
This etude is written on the base of the book of A.Khovansky
`Galois Theory' and it is inspired by the lecture above
and by the discussion with R.Mkrtchyan of quantum mechanical interpretation
of roots of Lie algebra
This is sketch of the lecture "Galois group" for students
(see also the file "Chebyshev approx...." in subsection "Algebra" of
Etudes)(26.11.13)