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Novi Sad Journal of MathematicsPublisher: Department of Mathematics and Informatics, Faculty of Sciences, Novi SadISSN: 1450-5444 (Print), 2406-2014 (Online)Issue: 29_3Date: 1999Journal Homepage Editorial BoardImpressum   A Hamiltonian approadi to the disrrete-eonthmon.s dvnanrieal svstems in dia.mond-type crystals 1 - 9 I.D. Albu and D. Opriş   AbstractKeywords: Hamiltonian; dynamical systems; crystalsMSC: 70H05; 70H25; 82D25 Helmholtz type condition for mechanical integrators 11 - 21 I.D. Albu and D. Opriş   AbstractKeywords: discrete variational principle; variational integrators; discrete Helmholtz conditionsMSC: 58F05; 70H30 Distingnoshed linear connections in the Einstein-Sehrödinger geometry of the second order 23 - 33 Gheorghe Atanasiu and Panayiotis Stavrinos   AbstractKeywords: osculator bundle; Einstein-Sclirodinger's geometryMSC: 53C60; 53B50; 53C80 Lifts of the almost complex structures to $T(Osc^2M)$ 35 - 53 Gheorghe Atanasiu and Nicoleta Voicu   AbstractKeywords: almost complex structure; bundle of accelerations; integrabilityMSC: 53C05 Loop group decompositions in the generalized DPW method 55 - 63 V. Balan   AbstractKeywords: loop group; Birkhoff decomposition; Iwasawa decomposition; harmonic map; Maurer-Cartan formMSC: 22E67; 22E60; 53C35; 53A10; 53C42; 49Q05 Area swept by line segment under a planar motion 65 - 67 Momčilo Bjelica   AbstractKeywords: swept area; rouletteMSC: 53A04 The Jacobi fields for a spray on the tangent hnndle 69 - 78 loan Bucataru   AbstractKeywords: Jacobi fields; spray; nonlinear connectionMSC: 53C60; 58A20; 58A30 Special adapted basis in $Osc^3M$ 79 - 88 Irena Čomić   AbstractKeywords: $Osc^3M$; special adapted basisMSC: 53B25; 53B40 On a weakly symmetric metric Riemannian manifold admitting a special type of semi-symmetric metric connection 89 - 95 U. C. De and Joydeep Sengupta   AbstractKeywords: weakly symmetric manifold; semi-symmetric connection; weakly Ricci symmetric manifold; sub-projective manifoldMSC: 53C25 The realization of the continuity principle in the relativistic pencils of circles and spheres 97 - 107 Lazar Dovniković   AbstractKeywords: pencils of circles and spheres; concepts of line and plane; continuity; harmonic equivalence; relativistic geometryMSC: 51N20 Article page: 1234>>

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