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- W931554890 abstract "Let M be an 0-minimal structure on the standard structure :=( , +, ,rw) which are generalizations of Nash manifolds and Nash G manifolds. We prove that if M is polynomially bounded, then every Cr -G (0r) manifold is Cr -G imbeddable into some n, and that if M is exponential and G is a compact affine Cw -G group, then each compact -G imbeddable into some representation of G." @default.
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- W931554890 date "1999-01-01" @default.
- W931554890 modified "2023-09-24" @default.
- W931554890 title "IMBEDDINGS OF MANIFOLDS DEFINED ON AN 0-MINIMAL STRUCTURE ON (R,+,.,<)" @default.
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