Question: R means the set of natural numbers.
Is it right to think of complex analysis as a special took place of vector analysis or they are a different thing?
thanks a lot.
hi, thank for your answers,
I´m not a mathematician but I sympathize that the point is that R^2 is not a field while C is, so basically
Answer: As sets they are of equal cardinality, judge the bijection (a,b)<-->a+b*i. As vector spaces over the reals, they are isomorphic. Contour integration over R² is essentially conflicting than over C because nothing like Morera's Theorem holds in R². Differentiation with high opinion to a complex variable makes sense, but taking a acquired at a
ksoileau | Jan 09, 2009