Beskjeder - Side 2
Next week there will be lectures only wednesday the 29th of february . Then I will talk more on four vectors - as generalizations of corresponding three-vectors.
Thursday 1.rst of march AND friday the 2.nd of march there will be exercises. The considered problems will be from problem set number 6 and 8 (-i.e. we jump over number 7)
This week, there will be lectures on wednesday the 22th and thursday the 23th of febr. Subjects: The group of Lorentz transformations. After that: definition of four-velocity, four-acceleration, four-force ....
Friday the 24th there will be exercises (Problem set number 5)
The next week there will be lectures only on wednesday the 29th of febr. Probably there will be exercises BOTH on thursday and friday
Next week there will be lectures on wednesday the 15th and thursday the 16th of february. We will continue with relativity and establish the four vector formalism.
Friday the 17th of february there will be exercises (problem set 4)
Solutions (short) for problem sets 1 and 2 are now available at this web page.
This week there will be lectures (wednesday 8. and thursday the 9th of febr) on relativistic kinematics.
friday the 10th of febr. there will be exrecises (problem set number 3)
The mid-term exam will be the week before palm sunday;- that is 26 -30 march.
Tomorrow (2. febr) i start lecutring about relativity...
JOE
This week there will be lectures on wednesday (first of febr) and thursday (secand of febr.). The subject of these lectures is Hamilton's equations. Friday the third of february there will be exercises(Problem set number 2)
Next week there will be lectures wednesday and thursday. Then I will first talk about symmetries and Noethers theorem. After that I will derive the Hamiltonian function. Friday there will be exercises,- and we consider problem set number 1.
JOE
Lecture notes for the course are now available at this web-page.
The first week (18-20. january) there will be lectures wednesday, thursday AND friday. Most weeks there will be lectures wednesday and thursday, and exercises friday, -but there might be exceptions from this. Messages about such exceptions will be given here.