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Case Study of Physiotherapy Treatment of a Patient Diagnosed with Systemic Sclerosis
Zálešák, Ondřej ; Novotná, Irena (advisor) ; Vincová, Gabriela (referee)
Author: Ondřej Zálešák Title: Case study of physiotherapeutic treatment of a patient diagnosed with systemic sclerosis Objectives: The objective of this bachelor thesis is processing of theoretical knowledge about systemic sclerosis and subsequent utilization of said knowledge to create a case study of physiotherapeutic treatment of a patient with this diagnosis. Methods: The methods used in the practical part of this thesis are based on the bachelors physiotherapy programme of UK FTVS. Results: The assessment of the effect of therapy indicates, that the overall condition of the pacient was moderately improved, thus fulfilling the set goals partially. Keywords: physiotherapy, rehabilitation, rheumatology, systemic disease, systemic scleroderma
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Convex polygons in density-restricted point sets
Zálešák, Ondřej ; Valtr, Pavel (advisor) ; Balko, Martin (referee)
For A, a finite set of points in Rd , let ∆(A) denote the spread of A and be equal to the ratio of the maximum and the minimum distance of two points from A. Valtr (1992) proved that for sets of points in the plane with spread equal to Θ(n 1 2 ), the cardinality of the largest subset in convex position is Θ(n 1 3 ) in the worst case. The same article also contains an expanded upper bound on the guaranteed cardinality of subsets in convex position for sets with spread asymptotically higher than n 1 2 , and a brief construction for the proof. This thesis looks at this construction in detail. Furthermore it builds on the recent results for sets in higher dimensions, specifically discusses, whether it is possible to expand the upper bound in three-dimensional space for higher spreads with a similar technique as in the planar case. 1 Seznam použité literatury Valtr, P. (1992). Convex independent sets and 7-holes in restricted planar point sets. Discrete & Computational Geometry, 7(2), 135-152. 2
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Theory of magneto-optics
Zálešák, Ondřej ; Ostatnický, Tomáš (advisor) ; Janda, Tomáš (referee)
Magnetic properties of matter have an effect on their optical response. These properties depend on the microscopic structure of the matter and we distinguish several basic types of magnetism. In the latest research, scientists focus on tri- angualr antiferromagnets and their use in technology, for example in spintronics. We describe the magnetic material by permittivity tensor. Description of the response of the material is derived from Maxwell equations and the reflected light is described by its polarization and ellipticity. Then we model triangular antiferromagnets Γ5g and Γ4g configuration. 1
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