[Epub] ➛ Geometry: A Comprehensive Course (Dover Books on Mathematics) ➜ Dan Pedoe – Tactical-player.co.uk

Geometry: A Comprehensive Course (Dover Books on Mathematics) Lucid, Well Written Introduction To Elementary Geometry Usually Included In Undergraduate And First Year Graduate Courses In Mathematics Topics Include Vector Algebra In The Plane, Circles And Coaxial Systems, Mappings Of The Euclidean Plane, Similitudes, Isometries, Mappings Of The Intensive Plane, Much Includes Over Exercises


About the Author: Dan Pedoe

Is a well-known author, some of his books are a fascination for readers like in the Geometry: A Comprehensive Course (Dover Books on Mathematics) book, this is one of the most wanted Dan Pedoe author readers around the world.



7 thoughts on “Geometry: A Comprehensive Course (Dover Books on Mathematics)

  1. says:

    Excellent book.


  2. says:

    Excellent


  3. says:

    Everything was fine, thank you


  4. says:

    Great book that covers a faschinating topic very well Great for those who got the basic skills of high school mathematics and geometry.


  5. says:

    WHy buy a book if you are not going to see what it offers This book offers a view of geometry that some traditionalists might not want to see but few geometers nowadays would want to see themselves bound by the traditions of the past An excellent book by a master of his trade that deserves to be read by anybody who calls thinks himself a mathematician.


  6. says:

    The quality of printing is not perfect.You cannot read many pages Very disappointing I need a replacement copy Very bad service.


  7. says:

    Not so comprehensive.Same story an algebraist trying to explain geometryPedoe s choice of analytical methods makes his sentences somewhat obscure ending in a lot of unproven statements Pedoe seems to rely on the assumption that his readers have gone through Coxeter s works and have fully grabbed the subtleties of e.g projective geometry But then, what s the point in getting into Pedoe s analytical exposition A


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