This page contains my lectures given at Czech Technical University in Prague or elsewehere together with a selection of links to lecture notes suitable for undergraduates studying physics, mainly mathematical physics.
I consider them all interesting, but I haven't read thoroughly all of them and consequently I don't provide any comments concerning their quality
and/or similarity with lectures taught at FNSPE. If you have an idea that something is missing on this page, don't hesitate to inform me.

- L. Snobl: Geometric Methods of Physics 1 (lectures tought at FNSPE - scanned manuscript, in Czech), exercises
- L. Snobl: Symmetries of differential equations (lectures presented at Facultad de CC Matematicas, Universidad Complutense de Madrid, January 9 - January 19, 2012)
- L. Snobl: Lie Algebras and Lie Groups (lectures tought at FNSPE - scanned manuscript, in Czech)
- L. Snobl: Representations of Lie algebras, Casimir operators and their applications (lectures presented at 5th Student Colloquium and School on Mathematical Physics, Stara Lesna, August 29th - September 4th, 2011)
- P. Winternitz: Introduction to Group Theory and Some Applications in Particle Physics , presented in 1971-72 at University of Pittsburg.
- H. Samelson: Notes on Lie algebras
- V.Soucek: Zaklady teorie Lieovych grup a algeber (Lectures at Faculty of Mathematics and Physics, Charles University - in Czech)
- I. Kolar, J. Slovak and P. W. Michor: Natural operations in differential geometry
- U. Bruzzo: Introduction to Algebraic Topology and Algebraic Geometry

- L. Snobl: Kvantova fyzika (lectures on elementary quantum mechanics taught at FNSPE - scanned manuscript) , the exam questions, and text of exercises (all in Czech)
- L. Snobl: Kvantova mechanika 2 (lectures on advanced quantum mechanics taught at FNSPE - scanned manuscript, in Czech)
- L. Hlavaty: Kvantova mechanika (lectures on quantum mechanics taught at FNSPE - in Czech)
- L. Hlavaty: Kvantova mechanika - exercises in PDF and in PostScript (in czech)
- L. Hlavaty, L. Snobl: Kvantova mechanika - cviceni s navody a vysledky in PDF and in PostScript
- Bernd Thaller: Visual Quantum Mechanics ( movies, animations )
- P. Kulhanek: Kvantova teorie (PhD lectures on quantum mechanics at the Faculty of Electrical Engineering of Czech Technical University - in Czech)
- H.C. Rosu: Elementary Nonrelativistic Quantum Mechanics

- R. Dijkgraaf: Les Houches Lectures on Fields, Strings and Duality
- E. Kiritsis: Introduction to Superstring theory
- S. Forste: Strings, Branes and Extra Dimensions

- J.W. van Holten: Gravitational Waves and Black Holes
- G. 't Hooft: Introduction to General Relativity

- R.J. Crewther: Introduction to Quantum Field Theory
- W. Siegel: Fields Classical and quantum field theory
- A.V. Smilga: Lectures on the Foundations of QCD - mainly gauge theories in general
- G. Svetlichny: Preparation for Gauge Theory - geometrical and mathematical structure of classical gauge theories
- G. 't Hooft, M. J. G. Veltman: Diagrammar

- P. Kulhanek: Teoreticka mechanika (PhD lectures on theoretical mechanics at the Faculty of Electrical Engineering of Czech Technical University - in Czech)
- A. Einstein: Zur Elektrodynamik bewegter Koerper (Original Einstein's article on special relativity)
- A. Einstein: O elektrodynamice pohybujicich se teles (Czech translation of the first section of Einstein's article - N.B.: It was a homework for german language exam, I cannot guarantee precise terminology and grammar.)

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