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Toplam kayıt 34, listelenen: 11-20
Bour's theorem in Minkowski 3-space
(Kyoto Journal of Mathematics, 2006)
In this study, we show that a Generalized helicoid with null axis is isometric to a rotation surface with null axis so that helices on the Helicoid correspond to parallel circles on the rotation surface in three dimensional ...
New sequence spaces with respect to a sequence of modulus functions
(International Journal of Sciences: Basic and Applied Research (IJSBAR), 2017-10)
Uniform I-lacunary statistical convergence on time scales
(New Trends in Mathematical Sciences, 2018-12)
Implicit equations of the henneberg-type minimal surface in the four dimensional euclidean space
(2018)
Considering the Weierstrass data as $(\psi ,f,g)=( 2,1-z^{-m},z^{n})$, we introduce a two parameter family of Henneberg type minimal surface that we call $\mathfrak{H}_{m,n}$ for positive integers $(m,n)$ by using the ...
On statistical convergence with respect to measure
(Journal of Classical Analysis, 2017-01)
Several notions of convergence for subsets of metric spaces appear in the literature. In
this paper, for real valued measurable functions defined on a measurable space (X,M ,μ), we obtain a statistical version of Lebesque’s ...
Some characterizations of euler spirals In E3_1
(2016)
In this study, some characterizations of Euler spirals in E3_1 have been presented by using their main property that their curvatures are linear. Moreover, discussing some properties of Bertrand curves and helices, the ...
Bour s theorem on timelike helicoidal surfaces with L L type in Minkowski 3 space
(Beykent University, 2008)
Cheng–yau operator and gauss map of rotational hypersurfaces in 4-space
(Springer, 2019)
We consider rotational hypersurface in the four-dimensional Euclidean space E4. We study the Gauss map G of rotational hypersurface in E4 with respect to the so-called Cheng–Yau operator L1 acting on the functions defined ...
Rotational hypersurfaces in S3(r)XR product space
(Sakarya University Journal of Science, 2017)
We consider rotational hypersurfaces in S3(r)XR product space of five dimensional Euclidean space E^5. We calculate the mean curvature and the Gaussian curvature, and give some results.