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Subjects (1-23 of 23)
Geometry, Non-Euclidean.
1
E-book
2008

The Beltrami equation


Iwaniec, Tadeusz



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2
E-book
2019

Beyond hyperbolicity




Cambridge : Cambridge University Press, 2019

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4
Book
2010

Convex functions : constructions, characterizations and counterexamples


Borwein, Jonathan M.

Cambridge : Cambridge University Press, 2010

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Location Call no. Vol. Availability
 MELB  515.8 Bor/Cfc  AVAILABLE
6
E-book
2014

Euclid vindicated from every blemish


Saccheri, Girolamo, 1667-1733, author.

Cham : Birkhäuser, [2014]

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7
Book
1953

Flatland : a romance of many dimensions


Abbott, Edwin Abbott, 1838-1926.
Sixth edition, revised / with introduction by Banesh Hoffmann
New York : Dover Publications, [1953]

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 W'PONDS  510.02 Abb  AVAILABLE
8
Book
1991

Geometry, a metric approach with models


Millman, Richard S., 1945-
Second edition
New York : Springer-Verlag, [1991]

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 W'PONDS  516 Mil/Gam 1991  AVAILABLE
9
E-book
2015

Geometry, Groups and Dynamics


Aravinda, C. S



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10
Book
1977

Geometry, relativity, and the fourth dimension


Rucker, Rudy v. B. (Rudy von Bitter), 1946-

New York : Dover Publications, 1977

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 W'PONDS  516.182 Ruc  AVAILABLE
11
Book
1988

A history of non-Euclidean geometry : evolution of the concept of a geometric space


Rozenfelʹd, B. A. (Boris Abramovich)

New York : Springer-Verlag, [1988]

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 W'PONDS  516.909 Ros/Hon  AVAILABLE
12
13
E-book
2011

Lobachevski illuminated


Braver, Seth
1st ed


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15
E-book
2012

A new perspective on relativity : an odyssey in non-Euclidean geometries


Lavenda, Bernard H.

Hackensack, N.J. : World Scientific, 2012

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18
E-book
2014

Non-Euclidean Geometry


Coxeter, H. S. M

Cambridge : Cambridge University Press, 2014

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20
E-book
2021

Non-Euclidean Laguerre geometry and incircular nets


Bobenko, Alexander I., author

Cham : Springer, [2021]

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21
Book
1974

Noneuclidean tesselations and their groups


Magnus, Wilhelm, 1907-1990.

New York ; London : Academic Press, 1974

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Location Call no. Vol. Availability
 W'PONDS  511.6 Mag  AVAILABLE
23
E-book
2013

Schaum's outlines: geometry


Rich, Barnett, 1906-
5th ed


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