Description |
Dicritical Divisors are a new tool of attacking the famous
Jacobian Problem. Curvettes are a new way of looking at Dicritical Divisors.
A Curvette is a snake-like quadratic sequence risiing from the base ring to
a prime divisors. They induce an approximate factorization of a two variable
polynomial which may or may not have a jacobian mate.
Dicritical Divisors reminded me of Spiders in the Marathi Poem
`EKA KOLIYANE EKADA APULE JALE BANDHIYELE....'
A Curvette reminds me of the Nag-Panchami Baj Exihibition in a MANDIR in
Gwalior
where I grew up, and a curvette-pair is like the NAGAPASHA released by
Indrajit.
Just as spiders were joint work with Ignacio Luengo,
snakes are joint work with Enrique Artal.
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