Projective hyperbolic space?

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I have this question:



What is the metric on the Klein model of the hyperbolic plane



$xinmathbbR^2,1: langle x,xrangle_2,1<0/sim$



with $xsim x'$ if there exist $lambda$ such that $x=lambda x'$



thanks for any answer







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  • This question needs to be better defined. What is $<x,x>_2,1$?
    – Elad
    Aug 9 at 10:20














up vote
0
down vote

favorite












I have this question:



What is the metric on the Klein model of the hyperbolic plane



$xinmathbbR^2,1: langle x,xrangle_2,1<0/sim$



with $xsim x'$ if there exist $lambda$ such that $x=lambda x'$



thanks for any answer







share|cite|improve this question






















  • This question needs to be better defined. What is $<x,x>_2,1$?
    – Elad
    Aug 9 at 10:20












up vote
0
down vote

favorite









up vote
0
down vote

favorite











I have this question:



What is the metric on the Klein model of the hyperbolic plane



$xinmathbbR^2,1: langle x,xrangle_2,1<0/sim$



with $xsim x'$ if there exist $lambda$ such that $x=lambda x'$



thanks for any answer







share|cite|improve this question














I have this question:



What is the metric on the Klein model of the hyperbolic plane



$xinmathbbR^2,1: langle x,xrangle_2,1<0/sim$



with $xsim x'$ if there exist $lambda$ such that $x=lambda x'$



thanks for any answer









share|cite|improve this question













share|cite|improve this question




share|cite|improve this question








edited Aug 8 at 18:44









Javi

2,1711725




2,1711725










asked Aug 8 at 17:52









kamerove

816




816











  • This question needs to be better defined. What is $<x,x>_2,1$?
    – Elad
    Aug 9 at 10:20
















  • This question needs to be better defined. What is $<x,x>_2,1$?
    – Elad
    Aug 9 at 10:20















This question needs to be better defined. What is $<x,x>_2,1$?
– Elad
Aug 9 at 10:20




This question needs to be better defined. What is $<x,x>_2,1$?
– Elad
Aug 9 at 10:20















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