Paparella I wrote the paper [2e] on numerical computations with Octave, which is a Matlab emulator. This paper comes from our teaching experience of using the program in courses for engineers or applied mathematicians. Vitolo Papers on journals [1a] G. Giachetta, M. Mangiarotti, R. Vitolo: Spherical symmetry in classical and quantum Galilei general relativity, Ann. Vitolo: A new infinite order formulation of variational sequences, Arch. Brunensis, 34, n.
Vitolo: Quantum structures in Galilei general relativity, Ann. Vitolo: Finite order variational bicomplexes, Math. Vitolo: On different geometric formulations of Lagrangian formalism, Diff. Vitolo: Quantum structures in Einstein general relativity, Lett. Saller, R.
Vitolo: Symmetries in covariant classical mechanics, J. Palese, R.
Vitolo: On a class of polynomial Lagrangians, Proc. Palermo Serie II, Suppl. Francaviglia, M.
Vitolo: Symmetries in finite order variational sequences, Czech. Kolar, R. Vitolo: On the Helmholtz operator for Euler morphism, Math. Saccomandi, R. Kiselev ed. Russian ; English translation in Journal of Mathematical Sciences , n. Vitolo: A geometric formulation of Hessian and Jacobi tensors for higher order Lagrangians, Differential Geometry and its Applications 22, n.
Manno, R. Vitolo: Relativistic mechanics, contact manifolds and symmetries, Note di Matematica 23, n.
Manno, F. Oliveri, R. Vitolo: On differential equations determined by the group of point symmetries, J. Vitolo: On differential equations determined by the group of point symmetries, Theoret. Modugno, R. Brunensis 43, n. Modugno, C. Tejero Prieto, R. Vitolo: A covariant approach to the quan- tisation of a rigid body, J.
Finally, the ansatz for local Hamiltonian operators:. Ruggeri, G. In order to compute the two properties we proceed as follows. On the mathematical side, I would like to thank J. Nils Andreas Baas.
Vitolo: Geometric aspects of higher order variational principles on submanifolds, Acta Appl. Manno, J. Pohjanpelto, R. Vitolo: Symmetries, conservation laws and vari- ational principles for gauge theories, J. Kersten, I. Verbovetsky, R. Vitolo: An algebraic approach to physical scales, Acta Appl.
Vitolo: Absolute contact differentiation on submanifolds of Cartan spaces, Differential Geometry and its Applications 28, Issue 1 , 19— Vitolo: On integrable structures for a generalized Monge-Ampere equation, Theor. Vitolo: A unified approach to com- putation of integrable structures, Acta Appl. Vitolo: A Translation of the T.
Lincei, s. VII, 2o sem. Janyska, R.
Vitolo: On the characterization of infinitesimal symmetries of the relativistic phase space, J. Ferapontov, M. Pavlov, R. Vitolo: Projective-geometric aspects of homogeneous third-order Hamiltonian operators, J. Oliveri, G. Vitolo: Ordinary differential equa- tions described by their Lie symmetry algebra, J. Joseph Krasil'shchik's articles on arXiv  arXiv Authors: P. Holba , I. Krasil'shchik , O. Morozov , P. Subjects: Exactly Solvable and Integrable Systems nlin. Authors: H.
Baran , I. Authors: I. Krasil'shchik , A. Journal-ref: J. Comments: Minor corrections and updated references. Kiyosi Ito, the founder of stochastic calculus, is one of the few central figures of the twentieth century mathematics who reshaped the mathematical world.
Today stochastic calculus is a central research field with applications in several other ma. The theme of this symposium was operator algebras in a wide sense. In the last 40 years operator algebras has developed from a rather special dis- pline within functional analysis to become a central? Erweiterte Suche.
Springer Professional. The focus of the symposium was on statistical and machine learning methodologies ….