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...n to the case of holomorphic functions of several complex variables (see {{Cite|Sh}}). ...is missing from the second edition of this work; cf. the discussion in {{Cite|CL}}, pp. 4–5.

{{Cite|Ea}}) and it is possible to show that the bands do not overlap and that gen {{Cite|SoBe}}, probably on the basis of what is observed for potentials of the for

...i}}, Rosen {{Cite|R1}},{{Cite|R2}}, Wymore {{Cite|W1}},{{Cite|W2}}, Wang {{Cite|Wa}}). Their basic ideas may correspond to the definition of Mesarovic and ...\times O$, whereby $I$ and $O$ are sets representing inputs and outputs {{Cite|MT2}}. Consequently, $S$ will be called an input-output (or elementary) sys

...hich the statement above is a simple corollary (cp, with Section 2.14 of {{Cite|Ru}}) |valign="top"|{{Ref|Ru}}|| W. Rudin, "Real and complex analysis". McGraw-Hill Book Co., New York-Toronto, Ont.-London 1966 {{MR|021052}} {{ZBL|0142.01701}}

term "field" first appeared in the edition of this book in 1871. {{Cite|Le}}. The edition cited here as

{{Cite|Di}}, {{Cite|Sh}},

(cp. with Section 4.4 of {{cite|Co}} or Section 10.2 of {{Cite|Ro}}). (Cp. with Theorem 4 of Section 5.2 in {{Cite|Ro}}). Indeed it is possible to find a canonical representation of any fun

{{Cite|Fr}}), D. Hilbert (1912, {{Cite|Hi}}), and E. Schmidt (1907, ). Even before these investigations, the metho