Arturo´s Lema : A geometric reduction from four to one dimension and its physical implications

We present Arturo's lemma which demonstrates that a continuos one -dimensional object in a four -dimensional euclidean space (R*4) can be reduced to a single point in a three-dimensional slice (R*3) this geometric property implies that any such 1 D object would manifest in our observable universe as a Zero-dimensional point from which energy o matter could emerge . We propose this mechanism as a geometric model for astrophysical phenomena incluiding the initial singularityof the big bang and bipolar jets in quasars and black holes.