@Article{pakinsight,
AUTHOR = {},
TITLE = {Dx-Schemes and Jets in Conformal Gravity Using Integral Transforms},
JOURNAL = {International Journal of Mathematical Research},
VOLUME = {5},
YEAR = {2016},
NUMBER = {2},
PAGES = {154-165},
URL = {http://www.pakinsight.com/archive/24/02-2016/2},
ISSN = {2306-2223},
ABSTRACT = {A  scheme is a scheme equipped with a flat connection over a smooth 
scheme on a base field. The flat connection equipment is a 
characterization of this scheme to construct through isomorphisms 
between commutative algebras and formal moduli problems the conformal 
images of the space-time that are solutions in conformal field theory. 
If are considered the  schemes and their particular tools, the jets, 
these determine conformal blocks of space-time pieces that are invariant
 under conformal transformations. These conformal block of space-time 
pieces determine a homogeneous degree factor that characterizes the 
solutions in a complex Riemannian model of the space-time of the field 
equations to certain tensors of the Weyl curvature. Finally, is 
demonstrated that the algebra belonging to the  schemes to the mentioned
 formal moduli problem is the image under a generalized Penrose 
transform that in the conformal context of many pieces of the 
space-time, has a structure as objects in commutative rings of CAlgk 
each one.},
DOI = {10.18488/journal.24/2016.5.2/24.2.154.165}
}