Physics 467 001

The grader is Akram Etemadi Amin (etemadiamina@unm.edu).

Chapter 10 of*Physical
Mathematics*.

Chapter 11 of*Physical
Mathematics*.

Chapter 13 of*Physical
Mathematics*.

Chapter 14 of*Physical
Mathematics*.

Chapter 15 of*Physical
Mathematics*.

Chapter 16 of*Physical
Mathematics*.

Chapter 17 of*Physical
Mathematics*.

Chapter 18 of*Physical
Mathematics*.

Chapter 19 of*Physical
Mathematics*.

Here's a computation of the curvature of the cylindrical hyperboloid \( z^2 = x^2 + y^2 - r^2\).

A link to a nice Mathematica package GREAT.m and an explanation of how to use it.

A Mathematica notebook that shows how to use GREAT.m to compute the curvature of the cylindrical hyperboloid.

A PDF of that notebook.

Videos of the course:

The first lecture is on YouTube.

The second lecture is on YouTube.

The third lecture is on YouTube.

The fourth lecture is on YouTube.

The fifth lecture is on YouTube.

The sixth lecture is on YouTube.

The seventh lecture is on YouTube.

The eighth lecture is on YouTube.

The ninth lecture is on YouTube.

The tenth lecture is on YouTube.

The eleventh lecture is on YouTube.

The 12th lecture is on YouTube.

The 13th lecture is on YouTube.

The 14th lecture is on YouTube.

The 15th lecture is on YouTube.

The 16th lecture is on YouTube.

The 17th lecture is on YouTube.

The 18th lecture is on YouTube.

The 19th lecture is on YouTube.

The 20th lecture is on YouTube.

The 21st lecture is on YouTube.

The 22d lecture is on YouTube.

The 23d lecture is on YouTube.

The 24th lecture is on YouTube.

The 25th lecture is on YouTube.

The 26th lecture is on YouTube.

The grader is Akram Etemadi Amin (etemadiamina@unm.edu).

Chapter 10 of

Chapter 11 of

Chapter 13 of

Chapter 14 of

Chapter 15 of

Chapter 16 of

Chapter 17 of

Chapter 18 of

Chapter 19 of

Here's a computation of the curvature of the cylindrical hyperboloid \( z^2 = x^2 + y^2 - r^2\).

A link to a nice Mathematica package GREAT.m and an explanation of how to use it.

A Mathematica notebook that shows how to use GREAT.m to compute the curvature of the cylindrical hyperboloid.

A PDF of that notebook.

Videos of the course:

The first lecture is on YouTube.

The second lecture is on YouTube.

The third lecture is on YouTube.

The fourth lecture is on YouTube.

The fifth lecture is on YouTube.

The sixth lecture is on YouTube.

The seventh lecture is on YouTube.

The eighth lecture is on YouTube.

The ninth lecture is on YouTube.

The tenth lecture is on YouTube.

The eleventh lecture is on YouTube.

The 12th lecture is on YouTube.

The 13th lecture is on YouTube.

The 14th lecture is on YouTube.

The 15th lecture is on YouTube.

The 16th lecture is on YouTube.

The 17th lecture is on YouTube.

The 18th lecture is on YouTube.

The 19th lecture is on YouTube.

The 20th lecture is on YouTube.

The 21st lecture is on YouTube.

The 22d lecture is on YouTube.

The 23d lecture is on YouTube.

The 24th lecture is on YouTube.

The 25th lecture is on YouTube.

The 26th lecture is on YouTube.