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Subjects (1-12 of 12)
Numbers Complex
1
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Algebra identified with geometry .. in a series of rough notes, forming five tracts: I. Euclid's con


Ellis, Alexander John, 1814-1890.
London : C. F. Hodgson & sons, 1874. 1874

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 Axe U Michigan Historical Math E-Book  Electronic Book    ---  Available
2
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Calculus with complex numbers


Reade, John B.
London ; New York : Taylor & Francis, 2003. 2003

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 Axe 2nd Floor Stacks  515 R224c 2003    ---  Available
3
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Complex analysis : a modern first course in function theory


Muir, Jerry R., 1973- author.
Hoboken, New Jersey : Wiley, 2015. 2015

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 Axe ProQuest E-Book  Electronic Book    ---  Available
4
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Complex analysis : the argument principle in analysis and topology


Beardon, Alan F.
Chichester [Eng.] ; New York : Wiley, c1979. 1979

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 Axe 2nd Floor Stacks  515.9 B38c    ---  Available
5
Print Material
 

Complex numbers and conformal mappings.


Markushevich, A. I. (Aleksei Ivanovich), 1908-
Oxford, New York, Pergamon Press, 1962. 1962

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 Axe 2nd Floor Stacks  517.8 M342c    ---  Available
6
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Complex numbers and functions.


Estermann, T.
[London] University of London, Athlone Press, 1962. 1962

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 Axe 2nd Floor Stacks  517.8 Es85c    ---  Available
7
E-Books/E-Docs
 

Dr. Euler's fabulous formula cures many mathematical ills


Nahin, Paul J.
Princeton, N.J. : Princeton University Press, c2006. 2006

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8
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An imaginary tale the story of [square root minus one]


Nahin, Paul J.
Princeton, N.J. : Princeton University Press, 2007, c1998. 2007

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9
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An imaginary tale : the story of [the square root of minus one]


Nahin, Paul J.
Princeton, N.J. : Princeton University Press, c1998. 1998

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 Axe 2nd Floor Stacks  515.9 N141i    ---  Available
10
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Complex numbers in geometry,


IAglom, I. M. (Isaak Moiseevich), 1921-
New York, Academic Press, 1968. 1968

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 Axe 2nd Floor Stacks  512.894 Ia3c    ---  Available
11
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Numbers rational and irrational


Niven, Ivan, 1915-1999.
Washington, DC : Mathematical Association of America, 1961. 1961

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 Axe ProQuest E-Book  Electronic Book    ---  Available
12
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Which numbers are real?


Henle, Michael.
Washington, D.C. : Mathematical Association of America, c2012. 2012

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