| 21. | There are no roots on the real axis of, but there exist infinitely many pairs of roots } } for.
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| 22. | The natural replacements for concentric circles in the disk are lines parallel to the real axis in "'H " '.
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| 23. | Its orthogonal complement is given by functions for which the Fourier transform vanishes on the positive part of the real axis.
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| 24. | In contrast, the Laguerre method with a square root in its evaluation will leave the real axis of its own accord.
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| 25. | The origin of the complex plane can be referred as the point where real axis and imaginary axis intersect each other.
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| 26. | The real axis \ Im z = 0 maps to the edge of the unit disk | w | = 1.
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| 27. | The current example does not have a pole-zero pair located on the real axis, so a first order network is not required.
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| 28. | This function is harmonic on the upper half-plane ( I checked its derivatives ), but it's not defined on the real axis.
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| 29. | Imagine two copies of the cut complex plane, the cuts extending along the positive real axis from to the point at infinity.
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| 30. | Later that year he showed that M�ntz's theorem holds on every compact subset of the positive real axis of the Lebesgue measure.
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