finsler geometry, hypercomplex numbers and physics
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Fotos about Conference FERT-2007
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As last year, only two-thirds of the participants were able to gather for a group photo. However, everyone was in high spirits – in anticipation of the scientific festival...... The first day of FERT took place in the wonderful conference hall of the Educational and Laboratory Building of Bauman Moscow State Technical University.

At the presidium – Conference Organizing Committee:
Dmitry Pavlov, Andrey Morozov, Boris Nazarenko, Vladimir Gladyshev

Dmitry Pavlov, MSTU, Moscow. In spacetime with the Berwald-Moor metric, in the anisotropy of the cosmic microwave background, not only the dipole but also the quadrupole and octupole have a kinematic nature.

Grigory Garas'ko, All-Russian Institute of Electrical Engineering, Moscow. Field theory in Finsler spaces named after Garas'ko is gradually becoming a reality.

Georgy Bogoslovsky, NIIP, Moscow. The velocity space in a space with the Berwald-Moor metric is also Finslerian.

Marc Lachise Rey, National Scientific Research Council, France. The Universe, however, is shaped like a dodecahedron.

Oleg Titov, GeoScience, Australia. The proper motions of quasars, as well as the Hubble parameter, form something like a quadrupole in the sky.

Ratmir Cherkasov, Institute of Tectonics and Geophysics, Russian Academy of Sciences, Khabarovsk. The Earth once had the shape of a rhombic dodecahedron.

Sergey Siparov, State University of Civil Aviation, St. Petersburg. Does the rotation of galaxies obey Finsler's law of gravity?

Jose Vargas, Phase Space Time Associates, USA. It is Finsler geometry that can describe our world.

The main part of the conference took place in the Sosnovy Bor boarding house near Fryazino, Moscow Region. Many participants lived there, so communication continued day and night.

Alexander Kholmetsky, Belarusian State University, Belarus. Experiments with the electromagnetic field will yield surprises in the "near field"

Vladimir Balan, University Politehnica of Bucharest, Romania. Minimal surfaces in Finsler spaces are beautiful.

Nicoletta Brinzei, Transilvania University, Romania. Does the Finsler metric tensor have two indices, or more? That is the question...

Gheorghe Muteanu, Transilvania University, Romania. Complex Finsler manifolds – that's the coolest thing!

Marius Paun, Transilvania University, Romania. A math talk should be like a sip of cola!

Mikhail Filchenkov, RUDN University, Moscow. And yet, the Universe is anisotropic...

Alexander Galmak, Mogilev State University, Belarus. The coolest things are n-symmetry groups and n-ary operations!

Sergey Lebedev, Moscow State Technical University. Bringing Hamilton's idea of ​​the connection between physics and hypercomplex algebras to life!

Vladimir Kassandrov, Peoples' Friendship University of Russia, Moscow. Our task is to decipher the numerical code of nature.

Alexander Eliovich, RUDN University, Moscow. Non-commutative and non-associative algebra should become the basis of physics.

Vitaly Noskov, Institute of Medium Machine Building, Perm, Russia. Shall we correct Einstein?

Anatoly Turbin, Institute of Mathematics, National Academy of Sciences of Ukraine, Ukraine. Seven-dimensional polyhedra? It's easy!

Andrey Sevalnikov, Institute of Philosophy, Russian Academy of Sciences, Moscow. Philosophers say yes to Finsler geometry!

Sergey Petukhov, Engineering Institute of the Russian Academy of Sciences, Moscow. Genetic and Numeric Codes – Twin Brothers

Viktor Panchelyuga, Institute of Theoretical and Experimental Biophysics, Pushchino. Anisotropy is a reality.

Yuri Darvas, Institute for Research Organization of the Hungarian Academy of Sciences, Hungary. Dirac was wrong.

Vladimir Gladyshev, Moscow State Technical University, Moscow. A time machine is possible in anisotropic space-time.

Dmitry Kovalenko, State Pedagogical University, Ukraine. Algebra is profound, but simple.

Alexander Bugayev, Institute for Modeling Problems in Energy, Ukraine. The Growing Earth – Myth or Reality?

Anton Soloviev, Moscow State University, Moscow. Finsler spinors – natural and promising generalizations of ordinary spinors.

Yuri Vladimirov, Moscow State University, Moscow. Binary geometrophysics is fully compatible with Finsler's concepts of geometry.

Oleg Khavroshkin, Institute of Physics of the Earth, Moscow. Where does life originate?


Rustam Ibadov, Samarkand University, Uzbekistan. Soon, quantum physics will also undergo changes thanks to Finsler's ideas about geometry.

Andrey Sklyarov, III Millennium Foundation, Moscow. It seems that the builders of the Great Pyramids knew Finsler's geometry.

Tatyana Sherkova, Center for Egyptological Research, Russian Academy of Sciences, Moscow. The Eye of Horus and its Connection to Calculus in Ancient Egypt

The reception of the reports was mixed...

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well, very different...

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A cameraman from Channel 3 prepares footage for a one-minute news segment.

A coffee break is a good opportunity to make a couple more presentations.

Not visible at the farewell banquet Be sad, because in a year we'll meet again...

Mathematicians joke too...

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The stars are calling...

The frame features representatives of four continents: America, Europe, Australia, and Asia.