Weil algebras of generalized higher order velocities bundles

Natural Operators Lifting Vector Fields to Bundles of Weil Contact Elements

“…They are homogeneous, see also [9]. then q-th underlying Weil algebras A q = A/n q+1 , [5], are homogeneous for all…”

Looking at osculating bundles through the semiholonomic equalizations

“…We introduce the following notation of projections in the iterated tangent bundle • T r M . (The notation was used by author in the paper [4] and then, more precisely and with some basic properties of these projections, in [6].) So, for every s, 0 < s ≤ r, we denote by…”

On the Symmetrisation of Nonholonomic Jets

“…; r is called an v-holonomic jet . Such jets were studied in [8]. x is a morphism k r( f ( k r : Of course, it is also a quasijet.…”