Let V be a recton space on F. Let B' and B be tuo boses of V. Let P= {(x,f): EB' over fix-B", and fis injective } (xif> <(y.g) We onder Pos follows: exactly, when Shoe P&O x≤y g(+) = f(+) and #= we have

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Let V be a recton space on F. Let B' and B
be tuo boses of V.
Let P= {(x,f): EB'
over
fix-B", and fis injective }
(xif> <(y.g)
We onder Pos follows:
exactly, when
Shoe P&O
x≤y
g(+) = f(+)
and #= we
have
Transcribed Image Text:Let V be a recton space on F. Let B' and B be tuo boses of V. Let P= {(x,f): EB' over fix-B", and fis injective } (xif> <(y.g) We onder Pos follows: exactly, when Shoe P&O x≤y g(+) = f(+) and #= we have
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