Interrelations between algebraic and geometric approaches in Mathematical Physics
pondělí 3. 11., 9:00–12:00; 13:00–15:30
úterý 4. 11., 9:00–12:00; 13:00–15:30
středa 5. 11., 9:00–12:00; 13:00–15:30
čtvrtek 6. 11., 9:00–12:00; 13:00–15:30
pátek 7. 11., 9:00–12:00; 13:00–15:30
úterý 4. 11., 9:00–12:00; 13:00–15:30
středa 5. 11., 9:00–12:00; 13:00–15:30
čtvrtek 6. 11., 9:00–12:00; 13:00–15:30
pátek 7. 11., 9:00–12:00; 13:00–15:30
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Publikum: studenti SŠ, studenti VŠ, dospělá veřejnost, senioři, events in EnglishTéma: matematikaDélka akce: 45 min
prezenčně
přednáška
The algebraic (numbers and letters) and geometric (curves and planes) approaches have a long history in Mathematics. Mathematical Physics, combining mathematical methods to describe theory in Physics, is a fruitful cooperation of geometric descriptions used to model physical processes, and their algebraic representations. In simple examples we related physical equations and geometry of gluing paper sheets to form cylinders and spheres.
For all lecture dates and times please visit http://www.math.cas.cz.
All visitors are welcome. However, the capacities of our lecture halls are limited, therefore we kindly ask you to make a reservation in advance. Thank you.
For all lecture dates and times please visit http://www.math.cas.cz.
All visitors are welcome. However, the capacities of our lecture halls are limited, therefore we kindly ask you to make a reservation in advance. Thank you.
Přednášející
Dr. Alexander Zuevsky
Matematický ústav AV ČR
Matematický ústav AV ČR
Alexander Zuevsky has a PhD degree from the Institute of Physics and Technology Moscow. He is an expert in mathematical physics, in conformal field theory, integrable models, and vertex algebras. He is known for key results in computations in vertex operator algebras, and in exactly solvable models.
