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In addition, due to batch process, these methods have difficulty in achieving size uniformity of the particles, which is critical in many applications such as controlled drug delivery and colloidal stability. Furthermore, lack of geometry constraints as a result of the shape limit mean guiding spa...
applications in gr, and provide a substantial function in the study of asymptotically flat spacetime. these functions are efes solutions corresponding to flat minkowski space at the point of infinity. the ckv permit the description of conserved factors such as mass, angular momentum and electric ...
As a consequence, we have that γ is a model curve on M if and only if some of its pseudo-spherical normal Darboux images is constant, that is, hγ′≡0 or dγ′≡0, or equivalently the invariants are zero functions. Let us study the geometry of the invariants σD and σH. For...
One of the main applications of Euler angles is to provide an explicit formula for the angular velocity ω of a rotating body and it is well-known that, due to additivity of infinitesimal rotations,3 that the composition of rotations given by R(φ, i), R(θ, n) R(ψ, v) can be ...
Download PDF Stephan Mescher1 882 Accesses 2 Altmetric Explore all metrics Abstract We apply topological methods and a Lusternik-Schnirelmann-type approach to prove existence results for closed geodesics of Finsler metrics on spheres and projective spaces. The main tool in the proofs are spherical...
require a parameterization. For applications such as morphing [1] and reme- shing [5] it is best to parameterize the mesh over a domain which is topologi- cally equivalent to it. So if the mesh has the topology of a sphere, it is best to ...
(1,\infty ]^2, which is sharp up to boundary; we then show how to extend this result to a more degenerate family of surfaces where some curvatures are allowed to vanish. For the lacunary triangle averaging maximal operator, we have results ind\ge 7, and the description of the sharp ...
We survey the present state of spherical perspective, regarding both mathematical structure and drawing practice, with a view to applications in the visual arts. We define a spherical perspective as the entailment of a conical anamorphosis with a compact flattening of the visual sphere. We examine ...
PDF Tools Share Abstract Mass transport estimates based on filtered Gravity Recovery and Climate Experiment (GRACE) monthly spherical harmonic gravity field solutions generally suffer from resolution loss and signal attenuation. To develop high-resolution solutions from GRACE Level-1B data, this study pro...