ÇİMEN, Ç. And TAŞTAN, H. M. 2023. THE GEOMETRY OF SEMI-SLANT SUBMERSIONS WHOSE TOTAL MANIFOLDS ARE LOCALLY CONFORMAL KAEHLER MANIFOLDS . The International Conference Riemannian Geometry and Applications – RIGA 2023 , (Bükreş, Romania).

ÇİMEN, Ç., & TAŞTAN, H. M., (2023). THE GEOMETRY OF SEMI-SLANT SUBMERSIONS WHOSE TOTAL MANIFOLDS ARE LOCALLY CONFORMAL KAEHLER MANIFOLDS . The International Conference Riemannian Geometry and Applications – RIGA 2023, Bükreş, Romania

ÇİMEN, ÇAĞRIHAN, And HAKAN METE TAŞTAN. "THE GEOMETRY OF SEMI-SLANT SUBMERSIONS WHOSE TOTAL MANIFOLDS ARE LOCALLY CONFORMAL KAEHLER MANIFOLDS ," The International Conference Riemannian Geometry and Applications – RIGA 2023, Bükreş, Romania, 2023

ÇİMEN, ÇAĞRIHAN And TAŞTAN, HAKAN M. . "THE GEOMETRY OF SEMI-SLANT SUBMERSIONS WHOSE TOTAL MANIFOLDS ARE LOCALLY CONFORMAL KAEHLER MANIFOLDS ." The International Conference Riemannian Geometry and Applications – RIGA 2023 , Bükreş, Romania, 2023

ÇİMEN, Ç. And TAŞTAN, H. M. (2023) . "THE GEOMETRY OF SEMI-SLANT SUBMERSIONS WHOSE TOTAL MANIFOLDS ARE LOCALLY CONFORMAL KAEHLER MANIFOLDS ." The International Conference Riemannian Geometry and Applications – RIGA 2023 , Bükreş, Romania.

@conferencepaper{conferencepaper, author={ÇAĞRIHAN ÇİMEN And author={HAKAN METE TAŞTAN}, title={THE GEOMETRY OF SEMI-SLANT SUBMERSIONS WHOSE TOTAL MANIFOLDS ARE LOCALLY CONFORMAL KAEHLER MANIFOLDS }, congress name={The International Conference Riemannian Geometry and Applications – RIGA 2023}, city={Bükreş}, country={Romania}, year={2023}}