New Mathematics

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A brief course in analytic geometry,
(Peace Publishers, 1964) Efimov, N V
Business Statistics
(The Teaching Company Limited Partnership, 1997) Geis, George T.
Business Statistics
(The Teaching Company Limited Partnership, 1997) Geis, George T.
A concise geometry.
(s.n., 1920) Durell, Clement V
A Constructive Semantics of the Lambda Calculus
(Indian Institute of Technology, 1994) A Constructive Semantics Of The Lambda Calculus
A course in mathematical analysis
(Ginn & Company, 1917) Goursat, Edouard; Hedrick, E R
A course in mathematics, for students of engineering and applied science,
(Ginn & Company, 1907) Woods, Frederick S; Bailey, Frederick H
A course of differential geometry,
(Clarendon Press, 1926) Campbell, John Edward; Elliott, E B
Decimal clasification and relativ index
(Forest Press, 1922) Dewey, Melvil
Decimal classification and relativ index for libraries, clippings, notes, etc.
(Library bureau, 1899) Dewey, Melvil
Delsarte system of expression
(Dance Horizons, 1886) Stebbins, Genevieve
The Earliest Arithmetics in English
(The Project Gutenberg, 2008) Steele, Robert
The elements of non-Euclidean geometry,
(At the Clarendon Press, 1909) Coolidge, Julian Lowell
Financial mathematics,
(Van Nostrand Company, 1946) Richardson, C H
A first course in mathematical statistics
(University Press, 1964) Weatherburn, C E
A first course in mathematics for technical students
(s.n., 1914) Haler, P J; Stuart, A H
A first course in statistics, their use and interpretation in education and psychology
(Houghton Mifflin, 1942) Lindquist, E F
Foreign credits and collections.
(Prentice Hall, 1947) ánchez, Julio Rodríguez S
Foundations Of Algebraic Topology
(Princeton University Press, 1952) Eilenberg, Samuel; Steenrod, Norman Earl
Graph theory
(Springer,, 2000) Bondy, J A; Murty, U S R
The primary aim of this book is to present a coherent introduction to the subject, suitable as a textbook for advanced undergraduate and beginning graduate students in mathematics and computer science. It provides a systematic treatment of the theory of graphs without sacrificing its intuitive and aesthetic appeal. Commonly used proof techniques are described and illustrated, and a wealth of exercises - of varying levels of difficulty.