Add to ORKGIn this paper we present a local study of a cyclic surface in generated by equiform motions of circles. We describe partially such surfaces with some assumption on its curvature. In general, we shall consider the situation that the scalar curvature is locally constant
The mean curvature of a surface is an extrinsic parameter measuring how the surface is curved in the...
In this work we construct families of CMC (Constant Mean Curvature) surfaces which bifurcate from ce...
AbstractIn this paper, Cyclic surfaces are introduced using the foliation of circles of curvature of...
In this paper we consider the equiform motion of a circle by studying the scalar curvature for the c...
In this paper we consider the equiform motion of an ellipse by studying the scalar curvature for the...
AbstractIn this paper, Cyclic surfaces are introduced using the foliation of circles of curvature of...
Abstract. In this paper we prove that a surface in Euclidean three-space R3 with nonzero constant Ga...
Equality of zonal areas on a sphere and pseudosphere is extended by elementary geometric methods to ...
Equality of zonal areas on a sphere and pseudosphere is extended by elementary geometric methods to ...
Abstract. In [7], a notion of constant scalar curvature metrics on piecewise flat manifolds is defin...
The questions of forming of the cyclic surfaces with plane of parallelism made by the circle of the ...
A cyclic surface in the Lorentz-Minkowski three-space is one that is foliated by circles. We classif...
The problem of detecting cyclic motion, while recognized by the psychophysical community, has receiv...
In this work we construct families of CMC (Constant Mean Curvature) surfaces which bifurcate from ce...
The paper describes cyclical surfaces created by revolution of a circle about an edge of the trihedr...
The mean curvature of a surface is an extrinsic parameter measuring how the surface is curved in the...
In this work we construct families of CMC (Constant Mean Curvature) surfaces which bifurcate from ce...
AbstractIn this paper, Cyclic surfaces are introduced using the foliation of circles of curvature of...
In this paper we consider the equiform motion of a circle by studying the scalar curvature for the c...
In this paper we consider the equiform motion of an ellipse by studying the scalar curvature for the...
AbstractIn this paper, Cyclic surfaces are introduced using the foliation of circles of curvature of...
Abstract. In this paper we prove that a surface in Euclidean three-space R3 with nonzero constant Ga...
Equality of zonal areas on a sphere and pseudosphere is extended by elementary geometric methods to ...
Equality of zonal areas on a sphere and pseudosphere is extended by elementary geometric methods to ...
Abstract. In [7], a notion of constant scalar curvature metrics on piecewise flat manifolds is defin...
The questions of forming of the cyclic surfaces with plane of parallelism made by the circle of the ...
A cyclic surface in the Lorentz-Minkowski three-space is one that is foliated by circles. We classif...
The problem of detecting cyclic motion, while recognized by the psychophysical community, has receiv...
In this work we construct families of CMC (Constant Mean Curvature) surfaces which bifurcate from ce...
The paper describes cyclical surfaces created by revolution of a circle about an edge of the trihedr...
The mean curvature of a surface is an extrinsic parameter measuring how the surface is curved in the...
In this work we construct families of CMC (Constant Mean Curvature) surfaces which bifurcate from ce...
AbstractIn this paper, Cyclic surfaces are introduced using the foliation of circles of curvature of...