Döni
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Unregistered User
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Jan 29 |
awarded | ● Commentator |
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Jan 29 |
comment |
Set of plane curves which intersect a fixed curve with given multiplicity okay thank you, this settles exactly the assumptions I made. Is it at least true, that Vn is always a finite (union) of vector spaces? |
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Jan 29 |
comment |
Set of plane curves which intersect a fixed curve with given multiplicity Thank you, thats interesting. Does this implie, that $V_n$ is always at least some (finite) union of vector spaces? This assumption about degree $d-1$ I only stated to get no common components of $C$ and $f$. |
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Jan 29 |
comment |
Set of plane curves which intersect a fixed curve with given multiplicity thanks, although I wanted $C$ to be irreducible, I think I know where this is going. |
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Jan 28 |
asked | Set of plane curves which intersect a fixed curve with given multiplicity |
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Jan 22 |
comment |
Characterization of powers of multiaffine polynomials has been settled. |
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Jan 20 |
asked | Characterization of powers of multiaffine polynomials |
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Nov 30 |
comment |
Simple diophantic equation thank you emil, this is an easy solution. |
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Nov 30 |
comment |
Simple diophantic equation okay, thank you. |
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Nov 30 |
asked | Simple diophantic equation |
