The Integrability of Lie-invariant Geometric Objects Generated by Ideals in the Grassmann Algebra

D.L. Blackmore; Y.A. Prykarpatsky; R.V. Samulyak

doi:10.2991/jnmp.1998.5.1.6

Enriched recordOpen access

The Integrability of Lie-invariant Geometric Objects Generated by Ideals in the Grassmann Algebra

D.L. Blackmore, Y.A. Prykarpatsky, R.V. Samulyak

Journal of Nonlinear Mathematical Physics1998doi:10.2991/jnmp.1998.5.1.6

Citation graph

Abstract

No public abstract is available from the verified source records.

Authors

D.L. Blackmore#1 Y.A. Prykarpatsky#2 R.V. Samulyak#3

Institutions

New Jersey Institute of Technology Pidstryhach Institute for Applied Problems of Mechanics and Mathematics

Provenance

crossref

Confidence 100%

ror

Confidence 99%

openalex

Confidence 95%

Referenced works

View all references →

No local reference links have been materialized yet.

Cited by

View all cited-by records →

No local citing links have been materialized yet.

External reference records

10.1177/027836499201100602

10.1177/027836499201100602 · 1992

10.1063/1.165968

10.1063/1.165968 · 1993

10.1063/1.530567

10.1063/1.530567 · 1994

Unresolved referenced work

1995

Unresolved referenced work

1972

Unresolved referenced work

1955

Unresolved referenced work

1994

Unresolved referenced work

1991

10.1090/s0002-9947-1953-0063739-1

10.1090/s0002-9947-1953-0063739-1 · 1953

10.1063/1.1705128

10.1063/1.1705128 · 1967

Unresolved referenced work

1996

Unresolved referenced work

1992

The Integrability of Lie-invariant Geometric Objects Generated by Ideals in the Grassmann Algebra

Referenced works

Cited by

External reference records

Additional external references