2024 : 11 : 23
فارسی
Firooz Pashaie

Firooz Pashaie

Academic rank: Associate Professor
ORCID:
Education: PhD.
ScopusId:
HIndex:
Faculty: 1
Address:
Phone:
Home

Research activities

Journal Papers
ON H2-PROPER TIMELIKE HYPERSURFACES IN LORENTZ 4-SPACE FORMS Firooz Pashaie (2024)
On C-biconservative hypersurfaces hypersurfgaces of non-flat Riemannian 4-space forms Firooz Pashaie (2024)
Some L_k-biconservative Lorentzian hypersurfaces in Minkowski 5-space Firooz Pashaie (2023)
ON BICONSERVATIVE RIEMANNIAN HYPERSURFACES OF LORENTZIAN 4-SPACE FORMS Firooz Pashaie (2023)
A finite generating set of differential invariants for Lie symmetry group of the fifth-order KdV types , , Firooz Pashaie (2023)
On proper L1-biharmonic timelike hypersurfaces with at most two distinct principal curvatures in Lorentz-Minkowski 5-space Firooz Pashaie (2023)
On bi-conservative hypersurfaces in the Lorentz-Minkowski 4-space E_1^4 4 1 Firooz Pashaie (2023)
DIFFERENTIAL INVARIANTS OF COUPLED HIROTA-SATSUMA KDV EQUATIONS , , Firooz Pashaie (2023)
On Biharmonic Hypersurfaces of Three Curvatures in Minkowski 5-Space Firooz Pashaie, , Asghar Rahimi, Leila Shahbaz (2023)
On extended biharmonic hypersurfaces with three curvatures Firooz Pashaie, , Asghar Rahimi, Leila Shahbaz (2023)
ON TIMELIKE HYPERSURFACES OF THE MINKOWSKI 4-SPACE WITH 1-PROPER SECOND MEAN CURVATURE VECTOR Firooz Pashaie, , Asghar Rahimi, Leila Shahbaz (2022)
Biconservative Lorentz hypersurfaces with at least three principal curvatures Firooz Pashaie (2022)
An extension of biconservative timelike hypersurfaces in Einstein space Firooz Pashaie (2022)
On 1-index of unstable spacelike hypersurfaces in pseudo-Euclidean spheres , Firooz Pashaie, (2021)
An extended biconservativity condition on hypersurfaces of the Minkowski spacetime Firooz Pashaie (2021)
Weakly convex hypersurfaces of pseudo-Euclidean spaces satisfying the condition L_kH_{k+1} = λH_{k+1} Firooz Pashaie (2021)
On the r-Stability Index of r-Maximal Closed Hypersurfaces in de Sitter Spaces , , Firooz Pashaie (2021)
On L_1-biharmonic timelike hypersurfaces in pseudo-Euclidean space E_1^4 Firooz Pashaie (2020)
Some L_1-biconservative Lorentzian hypersurfaces in the Lorentz_Minkowski spaces Firooz Pashaie (2020)
On L_k-biharmonic Lorentzian hypersurfaces in Einstein spaces Firooz Pashaie (2020)
L1-Biharmonic Hypersurfaces in Euclidean Spaces with Three Distinct Principal Curvatures Akram Mohammadpouri, Firooz Pashaie, ُSepideh Tajbakhsh (2018)
Dupin cyclides are not of L_1-finite type Akram Mohammadpouri, Rahim Hosseinoghli, Firooz Pashaie (2018)
ON L1-BIHARMONIC SPACELIKE HYPERSURFACES IN PSEUDO-EUCLIDEAN SPACE E Firooz Pashaie (2017)
L_k-BIHARMONIC SPACELIKE HYPERSURFACES IN MINKOWSKI 4-SPACE E^4_1 Firooz Pashaie, (2017)
On L1-biharmonic hypersurfaces with constant mean curvature in the Minkowski space Firooz Pashaie (2017)
On some Lr-biharmonic Euclidean hypersurfaces Akram Mohammadpouri, Firooz Pashaie (2016)
On the classification of hypersurfaces in Euclidean spaces satisfying L_r H_(r+1)=\lambda H_(r+1) , Firooz Pashaie (2016)
A SANDWICH THEOREM ON THE -LIKE FUNCTIONS INVOLVING IN ? LC(A;B) OPERATOR Ali Shokri Shokri, Mahdiyeh Heydari, , Asghar Rahimi, Firooz Pashaie (2016)
L_k biharmonic hypersurfaces of Lorentz-Minkowski spaces Firooz Pashaie, (2016)
A sandwich theorem on the $\phi$-like functions involving $I_n\star \mathcal{L}_c(a,b)$ operator Ali Shokri Shokri, Mahdiyeh Heydari, Abbas Ali Shokri, Asghar Rahimi, Firooz Pashaie (2015)
L1-biharmonic hypersurfaces with three distinct principal curvatures in Euclidean 5-space , Firooz Pashaie (2015)
ON SOMEL1-FINITE TYPE EUCLIDEAN SURFACES , , Firooz Pashaie (2013)
Conference Papers
Powered By Jiro