Example: tourism industry
Complex Numbers - MIT Mathematics

Complex Numbers - MIT Mathematics

Back to document page

for any complex number zand integer n, the nth power zn can be de ned in the usual way (need z6= 0 if n<0); e.g., z 3:= zzz, z0:= 1, z := 1=z3. (Warning:Although there is a way to de ne zn also for a complex number n, when z6= 0, it turns out that zn has more than one possible value for non-integral n, so it is ambiguous notation.

  Number, Complex, Complex number

Download Complex Numbers - MIT Mathematics


Information

Domain:

Source:

Link to this page:

Please notify us if you found a problem with this document:

Other abuse

Advertisement

Related search queries