| 41. | Not all identities satisfied by ln extend to complex numbers.
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| 42. | Indeed, for any complex number, the operator is given by
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| 43. | Now, does this rule apply to complex numbers in general?
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| 44. | Is the group, the multiplicative group of the complex numbers.
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| 45. | :You might want to start at the complex number article.
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| 46. | They both contain subalgebras isomorphic to the split-complex number plane.
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| 47. | In other words, it is the complex number zero.
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| 48. | To design any electrical circuit, either complex number theory.
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| 49. | By definition, there exist well-defined complex numbers such that
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| 50. | In these cases complex numbers are written as or.
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