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20002019
most citedSolutions of DEs and PDEs as Potential Maps Using First Order Lagrangians

23 citations · 135 across the 39 of their papers we have counts for

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12 papers · 1 filter

math.DG2019

Flatness produced by some geometric PDEs

Iulia Hirica, Constantin Udriste, Gabriel Pripoae +1

This paper has several goals. The first idea is to study the geometric PDEs of connection-flatness, curvature-flatness, Ricci-flatness, scalar curvature-flatness in a modern and ri…

math.DG2015

Almost Coquaternion Structure

Constantin Udriste

Our aim is to define and study a structure for some -dimensional manifolds which is named almost coquaternion structure. This structure is composed of three almost cocomple…

math.DG2011★ 3 cited

Multitime maximum principle approach of minimal submanifolds and harmonic maps

Constantin Udriste

Some optimization problems coming from the Differential Geometry, as for example, the minimal submanifolds problem and the harmonic maps problem are solved here via interior soluti…

math.DG2011

Harmonicity and submanifold maps

Constantin Udriste, Vasile Arsinte, Andreea Bejenaru

The aim of this paper is fourfold. Firstly, we introduce and study the f-ultra-harmonic maps. Secondly, we recall the geometric dynamics generated by a first order normal PDE syste…

math.DG2010★ 1 cited

Geometric Dynamics of Plasma in Jet Spaces with Berwald-Moor Metric

Mircea Neagu, Constantin Udriste

In this paper we construct the differential equations of the stream lines that characterize plasma regarded as a non-isotropic medium geometrized by a jet rheonomic time-invariant…

math.DG2005★ 6 cited

H-Convex Riemannian Submanifolds

Constantin Udriste, Teodor Oprea

Having in mind the well known model of Euclidean convex hypersurfaces [4], [5], and the ideas in [1] many authors defined and investigate convex hypersurfaces of a Riemannian manif…