Lightlike developables in Minkowski 3-space
We say that a surface in Minkowski $3$-space is a {\it lightlike developable} if any pseudo-normal vector of the regular part of the surface is lightlike. We show that such a surface is a part of a lightlike plane, the lightcone, the tangent surface of a spacelike curve in a lightlike plane, the tangent surface of a lightlike curve or the glue of such ...
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On rectifying curves in Minkowski 3-space
Çöken, Abdilkadir Ceylan +2 more
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Euclidean-Lorentzian Dichotomy and Algebraic Causality in Finite Ring Continuum. [PDF]
Akhtman Y.
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High-gain CRLH vivaldi antenna for enhanced channel performance at Ku-band communication systems. [PDF]
Ali MM, Segura EM, Elwi TA.
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Effects of modified woods saxon potential on quantum dynamics of spin 0 scalar particle in a cosmic string spacetime. [PDF]
Ahmed F, Bouzenada A.
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Enhancing classification accuracy in medical datasets using a hybrid distance and cluster refinement-based K-means clustering method. [PDF]
Al-Khamees HAA +7 more
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Three-Space as a Quantum Hyperlayer in 1+3 Dimensions: A Case Study in Quantum Space and Time. [PDF]
Czachor M.
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Quantitative description of internal 3D structure of a geological sample using algebraic topology methods. [PDF]
Chernyavskiy M +7 more
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One-parameter homothetic motion in the Minkowski 3-space
A one-parameter homothetic motion in three-dimensional Minkowski space is defined by means of the Hamilton operators. We study some properties of this motion and show that it has only one pole point at every instant t. We also obtain the Darboux vector of the homothetic motion in E³?
JAFARİ, M., YAYLI, Y.
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Quantum Gravity Spacetime: Universe vs. Multiverse. [PDF]
Tessarotto M, Cremaschini C.
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