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Conference rusure::math

Title:Mathematics at DEC
Moderator:RUSURE::EDP
Created:Mon Feb 03 1986
Last Modified:Fri Jun 06 1997
Last Successful Update:Fri Jun 06 1997
Number of topics:2083
Total number of notes:14613

852.0. "reference books on geo?" by GORP::MARCOTTE (George Marcotte SWS Santa Clara) Fri Apr 01 1988 11:02

    
    
    Does anyone have know of some good reference books on geometry and
    trig?  
    
    
    
    George
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852.1COOKIE::WAHLDave Wahl: Database Systems AD, CX01-2/N22Fri Apr 01 1988 13:596
Depends on what you mean by "reference".  There's a standard book of math
tables which everybody uses and probably nobody remembers the title of
which has trig tables and identities (among other stuff).  On the other
hand, there are a couple of excellent texts on Euclidean and non-Euclidean
geometry which have a lot of "standard" theorems and their proofs.  Which
do you want (or both?).
852.2CRC?CHOVAX::YOUNGDumb, Expensive, Dumb ... (Pick Two)Sat Apr 02 1988 23:075
    Re .1:
    
    Do you mean the "CRC Handbook of Mathematical Tables"?
    
    Its about all that I have ever used.
852.3A well known classicCADM::ROTHIf you plant ice you'll harvest windMon Apr 04 1988 17:415
          "Introduction to Geometry"
	      H. S. M. Coxeter

    - Jim
852.5who needs tables when you have calculatorsGORP::MARCOTTEGeorge Marcotte SWS Santa ClaraTue Apr 05 1988 11:2312
    
>On the other
>hand, there are a couple of excellent texts on Euclidean and non-Euclidean
>geometry which have a lot of "standard" theorems and their proofs.  Which
>do you want (or both?).

    
   Text on Euclidean and non-Euclidean geometry.... I need to go back
    and refresh my self on the subject. You forget the simplest stuff
    when you don't use it.
    
    George
852.6COOKIE::WAHLDave Wahl: Database Systems AD, CX01-2/N22Tue Apr 05 1988 23:5113
Coxeter (cited above) is superb.  He has three books, if I remember
correctly -  Intro_to_Geometry, Projective_Geometry, and 
Non-Euclidean_Geometry.  I used his Intro and Non_Euclidean books in
college and got a lot out of them.

There is a slimmer volume which leaves a lot of proofs to the reader, 
but the classic theorems of Euclidean, elliptic, and hyperbolic
geometry are pretty much all there:  Greenberg, 
Euclidean_and_Non-Euclidean_Geometry.

re: .2  Yeah, CRC is the one.  "Y'know, about this big, with kinda
big brownish red letters on the spine, always in the upper left of the 
third shelf in the reference section of the library ..."