Minkowski Space
Representation of projectors involving Minkowski inverse in Minkowski Space
... Euclidean space to Minkowski space M and the generalization is obtain by voiding the invertibility condition and use of the Minkowski ...
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No Null Helix Mannheim Curves in the Minkowski Space 𝔼𝟑𝟏
... for some nonzero constant λ. They also study the Mannheim curves in Minkowski 3-space. Some different characterizations of Mannheim partner curves are given by Orbay and Kasap 3. Another example is null ...
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Existence and multiplicity of positive solutions of a one-dimensional mean curvature equation in Minkowski space
... In this paper, we consider a one-dimensional mean curvature equation in Minkowski space and the corresponding one-parameter problem. By using a fixed point theorem of cone expansion and compression of norm ...
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Extended Darboux frame field in Minkowski space-time $mathbb{E}^4_1$
... In this paper, we extend the Darboux frame field along a non-null curve lying on an orientable non-null hyper- surface into Minkowski space-time E 4 1 in two cases which the curvature ve[r] ...
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Bachmaier, Fabian (2004): The free particle on q-Minkowski space. Dissertation, LMU München: Fakultät für Physik
... the space will be the q-Minkowski space. This space is a quadratic algebra which originates form the usual Minkowski space by a contin- uous one parameter ...the space ...
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Curvature Dependent Energy of Surface Curves in Minkowski Space
... The designation of the paper is as follows. We firstly present fundamental definitions of Darboux frame equations for different types of surface curves in Minkowski space. Then we give a geometrical ...
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Partial Ordering of Range Symmetric Matrices and M Projectors with Respect to Minkowski Adjoint in Minkowski Space
... the Minkowski Space by using the Block representation of the ...the Minkowski adjoint and manipulate them to characterize some sets of range symme- tric elements in the Minkowski ...
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Testing quantum mechanics in non Minkowski space time with high power lasers and 4th generation light sources
... ultra-high intensity optical lasers, very large accelerations can be now the reached at their focal spot, thus mimicking, by virtue of the equivalence principle, a non Minkowski space-time. Here we derive a ...
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Product of k-EP Block Matrices in Minkowski Space
... Abstract. Necessary and sufficient conditions for the product of k-EP matrices of rank r to be k-EP matrix in Minkowski space m is derived. Also equivalent conditions for the product of two k-EP block ...
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2. Spacelike factorable surfaces in four-dimensional Minkowski space
... Milousheva, An invariant theory of Marginally Trapped Surfaces in four- dimensional Minkowski space , Journal of Mathematical Physics 53 3 (2012) 033705.. Milousheva, An invariant theory[r] ...
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Testing quantum mechanics in non-Minkowski space-time with high power lasers and 4th generation light sources
... ultra-high intensity optical lasers, very large accelerations can be now the reached at their focal spot, thus mimicking, by virtue of the equivalence principle, a non Minkowski space-time. Here we derive a ...
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Global existence of timelike minimal surface of general co-dimension in Minkowski space time
... The theory of minimal surfaces has a long history, originating with the papers of Lagrange () and the famous Plateau problem; we refer to the classical papers by Calabi [] and by Cheng and Yau []. Timelike minimal ...
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RETRACTED ARTICLE: Extremal surface with the light-like line in Minkowski space \(R^{1+(1+1)}\)
... In Minkowski space, the extremal surfaces include space-like type, time-like type, light-like type and mixed ...dimensional Minkowski space via a kind of Weierstrass representation ...
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On Characterization of Non-Commutative Minkowski Space Time
... - space time have been constructed , using different techniques such as by ...-Minkowski space. It has been shown by S. Tanimutra that in the flat space time, Feynman approach and minimal ...
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The Re-nnd Definite Solutions of the Matrix Equation AXB = C in Minkowski Space M
... The theory of generalized inverses of a matrix plays a fundamental role in solving matrix equations (refer: 3,10]). By using g-inverse, Re-n.n.d solutions to the matrix equations AXB =C has been studied by many ...
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Minkowski space approach for the Bethe-Salpeter equation
... in Minkowski space encour- aged us to formulate an extended program to investigate other interesting problems, by considering the NIR together with LF projection ...the Minkowski space, with ...
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Multiplicity of solutions for mean curvature operators with minimum and maximum in Minkowski space
... max t∈[0,T] |u (t)| < a, φ(u ) ∈ AC[0, T ], u satisfies (1.2) and (1.1) is satisfied for a.e. t ∈ [0, T ]. It is well known that the singular φ-Laplacian problem (1.1) with Dirichlet boundary conditions have been ...
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Relations among Frenet Apparatus of Space-like Bertrand W-Curve Couples in Minkowski Space-time
... be space-like if g(v, v) > 0 or v = 0, time-like if g(v, v) < 0 and null (light-like) if g (v, v)=0 and v = ...be space-like, time-like or null (light-like), if all of its velocity vectors α (s) are ...
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Group Inverse of 2 × 2 Block Matrices over Minkowski Space M
... The generalized inverse of block matrix has important applications in statistical probability, mathematical programming, game theory, control theory etc. and for ref- erences see [2] [3] [4]. The research on the ...
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Persistence in Minkowski Space-Time
... relativistic case: For the continuous series along a classical time-axis evidently can be considered a causal chain. In SR, however, the spatial shapes do not only change from time to time, but vary also from frame to ...
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