Cobordism groups of systems of partial differential equations of any order are considered and their representations by means of suitable homology groups are given. This approach generalizes previous one by J. Eliashberg, given for PDE's of first order, These results are useful also in order to give an algebraic-topological characterization of the quantum situs or its classic limit, for PDE's of any order.

Cobordism of PDE's / Prastaro, Agostino. - In: BOLLETTINO DELL'UNIONE MATEMATICA ITALIANA. B. - ISSN 0392-4041. - STAMPA. - 7:5-B(1991), pp. 977-1001.

Cobordism of PDE's.

PRASTARO, Agostino
1991

Abstract

Cobordism groups of systems of partial differential equations of any order are considered and their representations by means of suitable homology groups are given. This approach generalizes previous one by J. Eliashberg, given for PDE's of first order, These results are useful also in order to give an algebraic-topological characterization of the quantum situs or its classic limit, for PDE's of any order.
1991
Cobordism in PDE's; Higher order structures on manifolds.
01 Pubblicazione su rivista::01a Articolo in rivista
Cobordism of PDE's / Prastaro, Agostino. - In: BOLLETTINO DELL'UNIONE MATEMATICA ITALIANA. B. - ISSN 0392-4041. - STAMPA. - 7:5-B(1991), pp. 977-1001.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11573/37486
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