Results 11 to 20 of about 39 (38)
Demonstratio MathematicaAn osculating curve is a type of curve in space that holds significance in the study of differential geometry. In this article, we investigate certain geometric invariants of osculating curves on smooth and regularly immersed surfaces under conformal ...
Singh Kuljeet +2 more
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The discriminant of quasi m-boundary singularities
Demonstratio MathematicaWe describe the discriminant of deformations of simple quasi m-boundary equivalence classes for m≥2m\ge 2. All quasi simple mm-boundary classes are right equivalent to Arnold’s singularities (ADE).
Alharbi Fawaz, Al-hudhali Eman
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Behavior of spatial curves under different transformations in Euclidean 4-space
Demonstratio MathematicaThis study investigates the conditions under which various curves maintain their characteristics when mapped between two regular surfaces in four-dimensional Euclidean space E4{{\mathbb{E}}}^{4}.
Badyal Pushpinder +2 more
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Some aspects of normal curve on smooth surface under isometry
Demonstratio MathematicaThe normal curve is a space curve that plays an important role in the field of differential geometry. This research focuses on analyzing the properties of normal curves on smooth immersed surfaces, considering their invariance under isometric ...
Singh Kuljeet +2 more
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The mixed Lp affine surface areas for functions
, 2019 In this paper, we propose a definition of a general mixed Lp affine surface area, -n ≠ p ∈ ℝ, for multiple functions. Our denfiition is different from and is "dual" to the one in [11] by Caglar and Ye.
Zhu, Baocheng, Xing, Sudan
core
Local Classification of Centroaffine Tchebychev Surfaces with Constant Curvature Metric
, 2007 We examine the centroaffine geometry of Tchebychev surfaces. We introduce regular and singular surfaces. By understanding the local integrability conditions, we will classify the centroaffine Tchebychev surfaces of constant curvature metric.
Thomas Binder
core
Cubic Forms Generated By Functions on Projectively Flat Spaces
, 1998 We study third order Codazzi tensor fields relative to projectively flat connections. We construct such tensors from functions. This construction obeys a simple transformation law within a fixed projective class.
Judith Leder
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Novel Association of Thrombophilic PROS1, PROC and CPB2 Genes Polymorphisms with Recurrent Spontaneous Miscarriage Women in Jordan. [PDF]
Clin Appl Thromb HemostAl-Sanabra OM +5 more
europepmc +1 more source
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Affine hypersurfaces with parallel cubic forms
Tohoku Mathematical Journal, 1990Katsumi Nomizu, Udo Simon
exaly
On the divergences of $1$-conformally flat statistical manifolds
Tohoku Mathematical Journal, 1994Takashi Kurose
exaly