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Brief Report on the First International Scientific Workshop “Geometry of Finsler Spaces with the Berwald-Moor’s Metric”
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The first international scientific workshop took place on October 15-22, 2005 in Cairo, Egypt. It was organized by the “Finsler Prize” noncommercial foundation for the development of the Finsler geometry research. It was also supported by Moscow Bauman State University (rector I.B. Fedorov, head of the Physics department A.N. Morozov, fellows T.M. Gladysheva, V.O. Gladyshev, D.G. Pavlov). This workshop was a logical continuation of the work of the corresponding Section of the International Conference “Physical Interpretations of the Relativity Theory” (Moscow, 2005). The participants of the workshop were scientists from Russia, Romania, China and Great Britain.

Scientific program


English: Russian:
program-e.pdf, 146,783 Kb, PDF program-r.pdf, 195,90 Kb, PDF

The Program of the first international scientific workshop “Geometry of Finsler spaces with the Berwald-Moore metric”
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The Program of the first international scientific workshop
“Geometry of Finsler spaces with the Berwald-Moore metric”

15 – 22 October 2005
Cairo, Egypt

15.10
Arriving participants, accommodating, an excursion in the Cairo Museum.

16.10
800 – 900   Breakfast
900 – 1400   Excursion to Pyramids in Giza.
1400 – 1500   Launch
1500 – 1530   Opening the workshop
1530 – 1630   Pavlov D., Appearing of anisotropic properties of Finsler spaces from a viewpoint of an observer.
1630 – 1730   Garas'ko G., Connection of elementary generalized-conformal transformations with generalized-analytical functions in a polynumbers space.
1730 – 1830   Panchelyuga V., Shnol S., Influence of rapidly rotating massive body to form function of α-decay velocity: experimental research.
1900   Banquet

17.10
800 – 900   Breakfast
900 – 1400   Excursion to Pyramids in Dashura.
1400 – 1500   Launch
1500 – 1600 Asanov G. Full anisotropic Finsler metric function. Relativistic aspects
1600 – 1700 Atanasiu G., About the prolongations of a Finsler metric to the tangent bundle tkm, k > 1, of the higher order accelerations.
1700 – 1800 Balan V., Brinzei N., Berwald-Moore type (h,v)-metric physical models.

18.10
800 – 900   Breakfast
900 – 1400   Excursion to Giza Pyramid in Medum
1400 – 1500   Launch
1500 – 1600   Bogoslovsky G., 4-momentum of a particle and mass shell equation in an entirely anisotropic space-time.
1600 – 1700   Siparov S., On the formalism of physical theories.
1700 – 1800   Mo X., Invariant Berwald-(Moore)'s metrics on a Lie group.

19.10
800 – 900   Breakfast
900 – 1400   Excursion to Pyramids in Saqqara
1400 – 1500   Launch
1500 – 1600   Lebedev S., The generalized Finslerian metric tensors.
1600 – 1700 Atanasiu G., Balan V. and Neagu M., The 4-poliforms of momenta K(p) = 4Sqrt(p1p2p3p4) and its applications in the Hamilton geometry.
1700 – 1800 Paun M., Invariant Finsler frames for Berwald-Moore metric.
1900   Departure by train for participants, who wished to visit Luxor.
(No paid by Organizing Committee)

20.10
800 – 2100   Visiting Cathedrals in Luxor and Karnak. Return to Cairo
For other participants – spare time.

21.10
800 – 900   Breakfast
900 – 1400   Excursion to Pyramids in Abysir
1400 – 1500   Launch
1500 – 1600   Chernov V., On connection of algebraic and metric properties of polynumbers algebras.
1600 – 1700 Atanasiu G., Balan V., The 2-cotangent bundle with the Berwald-Moor's metric.
1700 – 1800 Atanasiu G., Brinzei N., The Berwald-Moor's metric in the tangent bundle of the second order.
1930   Banquet

22.10
Departure

The Program of Seminar in file


English: Russian:
program-e.pdf, 146,783 Kb, PDF program-r.pdf, 195,90 Kb, PDF

Announcement of Seminar Cairo-2005
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The first international scientific workshop

“Geometry of Finsler spaces with the Berwald-Moore metric”

15 – 22 October 2005
Cairo, Egypt

Dear Colleagues!

Finsler geometry is a natural extension of Riemann geometry and keeps its true potential in itself. The formal description of Finsler geometry is quite complicated. Therefore, it is considered as an object of abstract mathematical investigations. Nevertheless, there are solid reasons to think that even the simplest spaces with non-quadratic types of metrics, which are very close to well-known Euclidian and pseudo-Euclidian spaces, directly relate to the fundamental problems of theoretical physics.

The main topic of discussions of the international workshop is the Finsler geometry with the Berwald – Moore’s metric. The choice of this metric function is due to the following reasons.


PIRT-2005
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PIRT-2005

Dear Collegues!

The international conference “Physical Interpretations of the Relativistic Theory”(PIRT-2005) is to be held on 4-7 July in the Moscow State Technical University n. a. N. E. Bauman (usually it is held in the London Imperial College). In the framework of the conference the section of the Finsler generalization of the relativistic theory is to be organized. The lots of Russian and some foreign specialists on the Finsler geometry attended at the section.

The claims for participating the section’s job should be sent in common order to the conference’s web-site: PIRT-2005 If there are any specific problems, demanding the solution in the frameworks of the section, write to: hypercomplex@mail.ru

One of the section’s aims was to make the preparations for the The first international scientific workshop “Geometry of Finsler spaces with the Berwald-Moore’s metric” (Cairo, Egypt, 15-22 October 2005). More detailed information on it is given on the “Conferences” page.


 ...

Conference "Number, Time and Relativity" – 2004
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English: Russian:
02-01.pdf, 247,212 Kb, PDF

Thesises of Conference "Number, Time and Relativity" – 2004
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English: Russian:
sbornik.pdf, 958,401 Kb, PDF sbornik.pdf, 958,401 Kb, PDF