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x, y,\(\in P_n\) w(x,y) = x(1) y(1) is a bilinear form How to check whether it is degenerate or non- degenerate? Please, help
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i need to check the text book :o
Please!!:)
brb :D ill solve it for u and ill type it when i finish ok ?
to find if its non- degenerate we check the isomorphism, Dedinition of group isomorphism An isomorphism\(\phi\) from a group G to a group G' is a one-to-one mapping (or function) from G onto G' that preserves the group operation that is, \(\phi(ab)=\phi(a)\phi(b)\) for all a,b in G ......
so u have function w(x,y)=x(1)y(1) since x,y belong to P_n p_n={all set of primes <n} x(1)=0 y(1)=0 w(x,y)=0 _so its isomorphism its non- degenerate
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Thanks a lot
np :)
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