Lagrange and Finsler geometry: applications to physics and biology. Proceedings of a conference
The articles of this volume will be reviewed individually. Indexed articles: \textit{Anastasiei, Mihai}, On deflection tensor field in Lagrange geometries, 1-14 [Zbl 0843.53014] \textit{Anastasiei, M.; Antonelli, P. L.}, The differential geometry of Lagrangians which generate sprays, 15-34 [Zbl 0844.53019] \textit{Atanasiu, Gheorghe}, Partial nondegenerate Finsler spaces, 35-60 [Zbl 0843.53015] \textit{Bácsó, Sándor}, Randers and Kropina spaces in geodesic correspondence, 61-64 [Zbl 0846.53049] \textit{Balan, V.; Stavrinos, P. C.}, Deviations of geodesics in fibered Finslerian approach, 65-73 [Zbl 0867.53018] \textit{Hasegawa, Izumi; Yamauchi, Kazunari; Shimada, Hideo}, Sasakian structures on Finsler manifolds, 75-80 [Zbl 0843.53016] \textit{Antonelli, P. L.; Hrimiuc, D.}, A new class of spray-generating Lagrangians, 81-92 [Zbl 0844.53046] \textit{Kirkovits, Magdolna Sz.; Otsuji, Tsuyoshi; Aikou, Tadashi}, Some remarks on automorphisms of Finsler bundles, 93-98 [Zbl 0846.53050] \textit{Kovács, Z.}, On construction of Landsbergian characteristic subalgebra, 99-111 [Zbl 0848.53047] \textit{Marinca, Vasile}, Conservation laws of dynamical systems via Lagrangians of the second degree, 113-121 [Zbl 0843.70014] \textit{Miron, Radu}, General Randers spaces, 123-140 [Zbl 0846.53015] \textit{Obădeanu, V.}, Conservation laws associated to same dynamical systems, 141-151 [Zbl 0844.58030] \textit{Obădeanu, V.; Obădeanu, V. V.}, Biodynamic systems and conservation laws. Applications to neuronal systems, 153-162 [Zbl 0844.58031] \textit{Postolache, Mihai}, Computational methods in Lagrange geometry, 163-176 [Zbl 0845.53050] \textit{Udrişte, C.; Udrişte, A.; Balan, V.; Postolache, M.}, Phase portraits and critical elements of magnetic fields generated by a piecewise rectilinear electric circuits, 177-187 [Zbl 0867.53060] \textit{Yawata, Makoto}, Killing equations in tangent bundle, 189-194 [Zbl 0843.53020] \textit{Neagu, Alexandru; Borcea, Veronica T.}, Lebesgue measure and regular mappings in Finsler spaces, 195-204 [Zbl 0866.53054] \textit{Shimada, Hideo}, On a Finsler metric derived from ecology, 205-208 [Zbl 0843.53018] \textit{Gottlieb, I.; Văcaru, Sergiu I.}, A. Moór's tensorial integration in generalized Lagrange spaces, 209-216 [Zbl 0846.53014] \textit{Ionescu-Pallas, Nicholas; Sofonea, Liviu}, The Lagrange's formalism used in the modelling of ''finite range'' gravity, 217-231 [Zbl 0857.53059] \textit{Dariescu, C.; Dariescu, Marina-Aura}, On the quantization of the complex scalar fields in \(S^ 3\times\mathbb{R}\) space-time, 233-239 [Zbl 0852.58045] \textit{Văcaru, Sergiu I.; Ostaf, S.}, Nearly autoparallel maps of Lagrange and Finsler spaces, 241-253 [Zbl 0844.53047] \textit{Zet, Gheorghe}, Applications of Lagrange spaces to physics, 255-262 [Zbl 0857.53053] \textit{Stavrinos, P. C.; Manouselis, P.}, On the differential geometry of non-localized field theory: Poincaré gravity, 263-279 [Zbl 0852.53077]
scientific article; zbMATH DE number 853361