Dans cette Note, nous montrons que toutes les métriques de Finsler racines m-ièmes ayant
une courbure de Landsberg isotrope se réduisent à une métrique de Landsberg. Nous …

Develops the theory of jet single-time Lagrange geometry and presents modern-day
applications Jet Single-Time Lagrange Geometry and Its Applications guides readers …

It is possible that the ideas of eigenvalues of tensors had been raised earlier. However, it
was in 2005, the papers of Lim and Qi initiated the rapid developments of the spectral theory …

Along with the construction of non-Lorentz-invariant effective field theories, recent studies
which are based on geometric models of Finsler space-time become more and more …

In this paper, we show that the coefficients of the E-characteristic polynomial of a tensor are
orthonormal invariants of that tensor. When the dimension is 2, some simplified formulas of …

The Z− eigenvalues, E− eigenvalues and the corresponding eigenvectors for the Berwald-
Moor associated multilinear form in the case m= n= 3, are computed by means of applying …

The present work studies spectral properties of multilinear forms attached to the Berwald-
Moor, Chernov and Bogoslovsky locally Minkowski Finsler geometric structures of m-root …

In this paper, we consider exponential change of Finsler metrics. First, we find a condition
under which the exponential change of a Finsler metric is projectively related to it. Then we …

The quantum eigenvalue problem arises in the study of the geometric measure of the
quantum entanglement. In this paper, we convert the quantum eigenvalue problem to the Z …

The authors extend previous results regarding the properties of certain n-ary operations
provided by special structures (groupoid, semigroup) and investigate properties, as semi …