| 1. | In fact, it maps Convention for vector orientation of the line integral
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| 2. | Consequently, the sign of the line integral is taken as negative.
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| 3. | This relates through Stokes'theorem both types of line integral being zero.
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| 4. | That, line integral along and line integral along are compensated each other so,
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| 5. | That, line integral along and line integral along are compensated each other so,
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| 6. | Various different line integrals are in use.
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| 7. | The notation implies this is a line integral taken over a vertical line in the complex plane.
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| 8. | Specifically, a reversal in the orientation of the parametrization changes the sign of the line integral.
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| 9. | The total energy loss E is the line integral of RSP scaled by the intersection length, or
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| 10. | The line integral with respect to the conjugate complex differential \ overline { dz } is defined to be
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