[PDF] Top 20 Q Curvature problem on \(S^{n}\) under flatness condition: the case \(\beta=n\)
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Q Curvature problem on \(S^{n}\) under flatness condition: the case \(\beta=n\)
... This problem is quite delicate and had drown a lot of attention from mathematicians because the equation stands for a critical case which generates blow-up and lack of com- pactness, that the standard analytic ... See full document
17
On Chen invariants and inequalities in quaternionic geometry
... Chern’s problem were known before the invention of Chen invariants (see ...scalar curvature and the sectional curvature (both being intrinsic invariants) and squared mean curvature (the main ... See full document
14
Spherical and hyperbolic embeddings of data
... constant curvature. We aim to embed the data on a space whose radius of curvature is determined by the dissimilarity ...positive curvature (spherical) or of negative curvature (hyper- ...of ... See full document
15
A Study of Electromagnetic Radiation from Monopole Antennas on Spherical-Lossy Earth Using the Finite-Difference Time-Domain Method
... The problem becomes even more difficult to handle for those cases where the dimensions of the radiating antenna are comparable with the wavelength or where the curvature of the earth's surface must be ... See full document
8
An Efficient Adaptive Iteratively Reweighted l1 Algorithm for Elastic lq Regularization
... elastic-net regularization proposed by Zou and Hastie [10], which is an effective method for variable selection. In [10], Zou et al. showed that this method outperformed Lasso [11] in terms of prediction accuracy for ... See full document
9
Boundary value problems of fractional q-difference equations on the half-line
... In this paper, we consider the boundary value problem of a class of nonlinear fractional q-difference equations involving the Riemann–Liouville fractional q-derivative on the half-line. By means of ... See full document
16
3D ball skinning using PDEs for generation of smooth tubular surfaces
... the problem of 2D ball skinning was addressed in our previous work [8]; in this paper, we extend the methodology to skinning 3D ...the problem has a similar conceptual formulation based on differential ... See full document
21
Calibrating the Dynamic Nelson Siegel Model: A Practitioner Approach
... This note has described two methodologies to estimate the time series of the factors. The first uses a very rich Treasury securities price base and fits the model using a hybrid optimization method with a genetic ... See full document
15
Spectral properties and a Parseval’s equality in the singular case for q Dirac problem
... the q-integration [19, 20]. Then the q-calculus was based on these ...involving q-functions, q-derivatives, q-integrals and their related problems [9, 11, 12, 15, ... See full document
14
On four-point fractional q-integrodifference boundary value problems involving separate nonlinearity and arbitrary fractional order
... fractional q-integrodifference equation with fractional q-integral and Riemann–Liouville fractional q-derivative boundary value ...Our problem contains 2(M + N + 1) different orders and six ... See full document
20
Singh
... the problem of determining the weight distribution of reducible cyclic codes using mathematical tools, such as Gaussian periods and exponential ...F q whose parity check polynomials are binomials or ... See full document
11
A basic problem of \((p,q)\) Bernstein type operators
... of q-calculus emerged as a new area in the field of approximation ...of q-calculus has led to the discovery of various generalizations of Bernstein polynomials involving ...on q-Bernstein polynomials ... See full document
7
Variational methods for fractional q-Sturm-Liouville problems
... the problem in order to prove the existence and uniqueness of solution for any ...the q-fractional operators and their properties which we need in the ...a q-linear grid of the form {±q n : n ... See full document
31
On a nonlocal boundary value problem for nonlinear second order Hahn difference equation with two different \(q,\omega\) derivatives
... value problem for a second-order Hahn difference equation. Our problem contains two Hahn difference operators with different numbers of q and ω ... See full document
25
Constant scalar curvature metrics on connected sums
... Here ι, κ > 0. The idea is that if ι is large compared to κ, then we may follow the proofs of Section 3 adding in powers of t, and at the crucial stages when we need some expression to be sufficiently small, the power ... See full document
46
Free Oscillations of a Toroidal Viscoelastic Shell with a Flowing Liquid
... the problem of intrinsic oscillation of a Toroidal shell with a flowing liquid is ...The problem of determining the frequencies and forms of intrinsic bending vibrations in the plane of curvature of ... See full document
13
A 2D Electrostatic Non-Linear Second-Order Differential Model for Electrostatic Circular Membrane MEMS Devices: A Result of Existence and Uniqueness
... mean curvature exploiting both the first e second differential forms as differential geometry ...the problem as ill-posed in the sense of Hadamard’s second statement and ask, as future perspective, whether ... See full document
22
Graphs with parallel mean curvature and a variational problem in conformal geometry
... natural problem is to study relations between g and h * = f * h , the induced metric on M via / ...er problem a n d show that a slight strengthening o f these provides a necessary and sufficient criterion t ... See full document
206
Exact and Heuristic Algorithms for the q-mode Problem
... Depending on our objective in clustering a given collection of records, different approaches can be employed to cluster these records. In this thesis we focus on an approach which is based on creating q data ... See full document
150
A note on the shrinking sector problem for surfaces of variable negative curvature
... variable curvature is that in the constant curvature case the natural Liouville-Haar measure µ coincides with the Bowen-Margulis measure or measure of maximal entropy, which is not the case for surfaces of ... See full document
14
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