Particle Physics 

  You can find the course syllabus here, and updated lecture notes here (last update: 16/10/2023). 
  

  The exercise class is passed by successfully solving the assigned homework. For those who cannot complete the homework, a reparatory written test can be done on request before the oral exam.
  A list of exercises can be found here. Solutions are here. 


  Practice class (slides):

  Lecture 1
  Lecture 2


  Homework is assigned each Monday and should be turned in the following Monday. 

  Homework 1 (deadline: 25/09/2023)       Results 1 
  Homework 2 (deadline: 02/10/2023)       Results 2
  Homework 3 (deadline: 09/10/2023)       Results 3
  Homework 4 (deadline: 16/10/2023)       Results 4
  Homework 5 (deadline: 24/10/2023)       Results 5
  
  Admitted to oral exam (so far)



  Further reading:
  ----------------

  D. Griffiths, "Introduction to elementary particles" (Wiley, 1987)

  Patkós A., Polonyi J., "Sugárzás és részecskék" (Typotex, 2000)

  D.H. Perkins, "Introduction to High Energy Physics" (Addison-Wesley, 1987)

  O. Nachtmann, "Elementary particle physics" (Springer, 1989)





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  Miscellaneous material:


  Notes from the previous year (2022-2023) can be found here.  


  Lectures (2022-2023) - Prof. Dey

  Lecture 1 Lecture 2 
  Practice 1 Practice 2
  Lecture 3 Lecture 4 



  Lectures (2020/21): 
  Lect.  1 Lect.  2 Lect.  3 Lect.  4 Lect.  5 Lect.  6 Lect.  7 
  Lect.  8 Lect.  9 Lect. 10 Lect. 11 Lect. 12 Lect. 13 Lect. 14 
  Special relativity notes 

  For those interested, here are some notes on non-relativistic scattering theory 
  (cross sections are discussed in sec. 4.6, including the relativistic case).
		  		  


  
  Here is instead a bat eating a banana. 

  Home

  Matteo Giordano -- giordano at bodri dot elte dot hu
  Elméleti fizikai tanszék -- room 6.54B