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Regular Surfaces and Jacobian Analysis by Andy Wong is a document available to read on EtoBox.

What is Regular Surfaces and Jacobian Analysis about?

1) The document discusses 7 examples of surfaces in R3 defined by equations of the form f(x,y,z)=c, where f is a function and c is a constant. 2) It is shown that in each case, c is a regular value of f, so the corresponding surface is a regular surface. 3) Two additional exercises discuss properties of the surface defined by x2+y2-z2=1, showing that it is locally given by a certain function and deriving its tangent plane and normal space at a point.

Author

Andy Wong

Language

EN