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*( Volume 51, Issue 4 of new series, American Philosophical Society Volume 51, Part 4 of Transactions Series Volume 51, Part 4 of Transactions of the American Philosophical Society new ser v. 51, no.
This Dirichlet series is the alternating sum corresponding to the Dirichlet series expansion of the Riemann zeta function, ζ ( s ) — and for this reason the Dirichlet eta function is also known as the alternating zeta function, also denoted ζ *( s ).
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*( c ) It may be granted upon condition, cujus est dare, ejus est disponere, and this denization of an alien may come about three ways: by Parliament ; by letters patent, which was the usual manner ; and by conquest.
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*( d ) Perform such other functions as may be prescribed by an act of the National Assembly.
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Completely regular spaces can be characterized by the fact that their topology is completely determined by C ( X ) or C *( X ).
* A space X is completely regular if and only if it has the initial topology induced by C ( X ) or C *( X ).
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Here y *( w ) denotes the value of the linear functional y * ( which is an element of the dual space of W ) when evaluated at the element w ∈ W. This scalar in turn is multiplied by x to give as the final result an element of the space V.

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