NORMALLY FLAT SEMISYMMETRIC SUBMANIFOLDS WITH THE PARALLEL RICCI TENSOR

Authors

V.A. MIRZOYAN National Polytechnic University of Armenia Author
G.S. MACHKALYAN National Polytechnic University of Armenia Author

Keywords:

semisymmetric submanifolds, Einstein submanifolds, Ricci-semisymmetric submanifolds

Abstract

The geometric description of normally flat semisymmetric submanifolds with the parallel Ricci tensor in Euclidean spaces is given.

Downloads

pdf

Published

13.04.2026

Issue

Section

Articles

Most read articles by the same author(s)

V.A. MIRZOYAN, PROPERTIES OF SUBMANIFOLDS WITH PARALLEL AND SEMI-PARALLEL FUNDAMENTAL FORMS , Proceedings of Annual Conferences of NPUA: Vol. 1 (2022)
V.A. MIRZOYAN, G.S. MACHKALYAN, G.A. NALBANDYAN, RICCI-SEMI-SYMMETRIC SUBMANIFOLDS WITH A UNITY INDEX OF REGULARITY AND AN ARBITRARY INDEX OF SINGULARITY , Proceedings of Annual Conferences of NPUA: Vol. 1 (2018)
V.A. MIRZOYAN, G.S. MACHKALYAN, A.R. NAZARYAN, GEOMETRY OF THE TWO CLASSES OF RICCI-SEMISYMETRIC SUBMANIFOLDS OF CODIMENSIONALITY THREE IN EUCLIDEAN SPACES , Proceedings of Annual Conferences of NPUA: Vol. 1 (2017)
V.A. MIRZOYAN, A.R. NAZARYAN, RIC-SEMISYMMETRIC SUBMANIFOLDS WITH ONE NONZERO EIGENVALUE OF THE RICCI TENSOR , Proceedings of Annual Conferences of NPUA: Vol. 1 (2015)
V.A. MIRZOYAN, G.S. MACHKALYAN, A.R. NAZARYAN, ON RICCI-SEMI-SYMETRIC SUBMANIFOLDS CODIMENSIONALITY THREE WITH TWO GROUPS OF PRINCIPAL CURVATURE VECTORS , Proceedings of Annual Conferences of NPUA: Vol. 1 (2016)
V.A. MIRZOYAN, DECOMPOSITION THEOREMS FOR NORMALLY FLAT RICCI-SEMISYMMETRIC SUBMANIFOLDS , Proceedings of Annual Conferences of NPUA: Vol. 1 (2021)
T.M. AVANESYAN, V.A. MIRZOYAN, NORMALLY FLAT SEMI-SYMMETRIC SUBMANIFOLDS OF CODIMENSION TWO IN EUCLIDEAN SPACES , Proceedings of Annual Conferences of NPUA: Vol. 1 (2021)
V.A. MIRZOYAN, GEOMETRY OF ONE CLASS OF SEMIPARALLEL SUBMANIFOLDS OF CODIMENSION TWO WITH UNITY INDEX OF REGULARITY , Proceedings of Annual Conferences of NPUA: Vol. 1 (2020)

Similar Articles

V.A. MIRZOYAN, DECOMPOSITION THEOREMS FOR NORMALLY FLAT RICCI-SEMISYMMETRIC SUBMANIFOLDS , Proceedings of Annual Conferences of NPUA: Vol. 1 (2021)
V.A. MIRZOYAN, A.R. NAZARYAN, RIC-SEMISYMMETRIC SUBMANIFOLDS WITH ONE NONZERO EIGENVALUE OF THE RICCI TENSOR , Proceedings of Annual Conferences of NPUA: Vol. 1 (2015)
V.A. MIRZOYAN, GEOMETRY OF ONE CLASS OF SEMIPARALLEL SUBMANIFOLDS OF CODIMENSION TWO WITH UNITY INDEX OF REGULARITY , Proceedings of Annual Conferences of NPUA: Vol. 1 (2020)
V.A. MIRZOYAN, G.S. MACHKALYAN, A.R. NAZARYAN, GEOMETRY OF THE TWO CLASSES OF RICCI-SEMISYMETRIC SUBMANIFOLDS OF CODIMENSIONALITY THREE IN EUCLIDEAN SPACES , Proceedings of Annual Conferences of NPUA: Vol. 1 (2017)
V.A. MIRZOYAN, G.S. MACHKALYAN, A.R. NAZARYAN, ON RICCI-SEMI-SYMETRIC SUBMANIFOLDS CODIMENSIONALITY THREE WITH TWO GROUPS OF PRINCIPAL CURVATURE VECTORS , Proceedings of Annual Conferences of NPUA: Vol. 1 (2016)
T.M. AVANESYAN, V.A. MIRZOYAN, NORMALLY FLAT SEMI-SYMMETRIC SUBMANIFOLDS OF CODIMENSION TWO IN EUCLIDEAN SPACES , Proceedings of Annual Conferences of NPUA: Vol. 1 (2021)
V.A. MIRZOYAN, G.S. MACHKALYAN, G.A. NALBANDYAN, RICCI-SEMI-SYMMETRIC SUBMANIFOLDS WITH A UNITY INDEX OF REGULARITY AND AN ARBITRARY INDEX OF SINGULARITY , Proceedings of Annual Conferences of NPUA: Vol. 1 (2018)
V.A. MIRZOYAN, PROPERTIES OF SUBMANIFOLDS WITH PARALLEL AND SEMI-PARALLEL FUNDAMENTAL FORMS , Proceedings of Annual Conferences of NPUA: Vol. 1 (2022)

You may also start an advanced similarity search for this article.