2 edition of Introduction to the theory of functons found in the catalog.
Introduction to the theory of functons
Reid, William Thomas
Reproduced from type-written copy.
|Statement||by William T. Reid. Lectures delivered during spring quarter 1941, reprinted, winter quarter 1944.|
|LC Classifications||QA331 .R4|
|The Physical Object|
|Pagination||iv, 207 p.|
|Number of Pages||207|
|LC Control Number||44003987|
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algebraic D-module theory). The Poincar e power series of f. For every m 0, let c m:= jfu2(Z=pmZ)njf(u) = 0gj (with the convention c 0 = 1). The Poincar e series of f is P f:= P m 0 c m pmn t m 2 Q[[t]]. It was a conjecture of Borevich that P f is a rational function.
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Real Analysis: We introduce some notions important to real analysis, in particular, the relationship between the rational and real numbers.
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