SS Great Britain | Dettagli | Polynomial invariants of knots of codimension two

Sidebar content	Main content
[it-IT]Record tools[it-IT] [it-IT]Displays[it-IT]	Polynomial invariants of knots of codimension two Remove from selection Add to selection TitoloPolynomial invariants of knots of codimension two Autore J. Levine EditorePrinceton University Anno di pubblicazione1966 Dimensioni10 x black and white printed paper Materialeresource Soggettoknots and splices, knot theory, mathematics Des Pawson Resources box, item 1 'In classical knot theory, a useful set of invariants of knot type are the elementary ideals in the integral group ring '^' of the integers. These can be expressed as invariants of the homology of the universal abelian covering of the complement of the knot. In this paper we study the natural generalization of these considerations to higher dimensional knots of codimension two.' Black and white photocopy of an article from Annals of Mathematics, Second Series, Vol. 84, No. 3 (Nov., 1966), pp. 537-554. Originally published by Mathematics Department, Princeton University. 10 stapled sheets.

TitoloPolynomial invariants of knots of codimension two

Autore

Anno di pubblicazione1966

Dimensioni10 x black and white printed paper

Materialeresource

Des Pawson Resources box, item 1

'In classical knot theory, a useful set of invariants of knot type are the elementary ideals in the integral group ring '^' of the integers. These can be expressed as invariants of the homology of the universal abelian covering of the complement of the knot. In this paper we study the natural generalization of these considerations to higher dimensional knots of codimension two.'

Black and white photocopy of an article from Annals of Mathematics, Second Series, Vol. 84, No. 3 (Nov., 1966), pp. 537-554. Originally published by Mathematics Department, Princeton University. 10 stapled sheets.