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Complete minimal submanifolds with nullity in the hyperbolic space
We investigate complete minimal submanifolds f: M^ 3 → H^ nf: M 3→ H n in hyperbolic
space with index of relative nullity at least one at any point. The case when the ambient …
space with index of relative nullity at least one at any point. The case when the ambient …
Killing fields and conservation laws for rank-1 Toda field equations
D Fox - arxiv preprint arxiv:1208.2634, 2012 - arxiv.org
We present a connection between the Killing fields that arise in the loop-group approach to
integrable systems and conservation laws viewed as elements of the characteristic …
integrable systems and conservation laws viewed as elements of the characteristic …
[PDF][PDF] Minimal submanifolds with nullity in space forms
Θ Κασιούμης - 2019 - 62.217.125.140
A fundamental concept in submanifold theory is the notion of the relative nullity distribution
that was introduced by Chern and Kuiper [13]. The relative nullity of a submanifold in a …
that was introduced by Chern and Kuiper [13]. The relative nullity of a submanifold in a …
Minimal submanifolds with nullity in space forms
T Kasioumis - 2018 - didaktorika.gr
In this thesis, we investigate complete minimal isometric immersions f: Mm-> Qcn into space
forms with positive index of relative nullity. The index of relative nullity was introduced by …
forms with positive index of relative nullity. The index of relative nullity was introduced by …