parabolic geometry meaning in Hindi

The study of these operators is an important part of the theory of parabolic geometries.
Recently, these resolutions were studied in special cases, because of their connections to invariant differential operators in a special type of Cartan geometry, the parabolic geometries.
Essentially the same construction has been applied to ( normal, pseudo-Riemannian ) conformal connections and, more recently, to general ( regular ) parabolic geometries.
El Caj�n is a double arch dam, which uses parabolic geometry in horizontal and vertical axises to spread the weight of the impounded water to canyon walls which act as buttresses.
All linear invariant differential operators on homogeneous parabolic geometries, i . e . when " G " is semi-simple and " H " is a parabolic subgroup, are given dually by homomorphisms of generalized Verma modules.

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