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complex_line_integral [2015/04/03 12:15]
nikolaj
complex_line_integral [2015/04/03 12:15] (current)
nikolaj
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 | @#FFBB00: definiendum | @#FFBB00: $\int_L\ f(z)\,​\mathrm dz:=\int_L\ f\left(\gamma(t)\right)\cdot \gamma'​(t)\,​ \mathrm dt$ | | @#FFBB00: definiendum | @#FFBB00: $\int_L\ f(z)\,​\mathrm dz:=\int_L\ f\left(\gamma(t)\right)\cdot \gamma'​(t)\,​ \mathrm dt$ |
  
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 >todo: [[Continuously differentiable finite lines]] >todo: [[Continuously differentiable finite lines]]
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 === Theorems === === Theorems ===
 If $f$ is holomorphic and two curves $L_1,L_2$ can be deformed into each other, then If $f$ is holomorphic and two curves $L_1,L_2$ can be deformed into each other, then
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