Research On Container Liner Company Marketing Strategy,
2016
World Maritime University
Research On Container Liner Company Marketing Strategy, Huayu Shi
World Maritime University Dissertations
No abstract provided.
Research On Formation Of Strategic Alliance And Its Effect On Container Lines’ Efficiency,
2016
World Maritime University
Research On Formation Of Strategic Alliance And Its Effect On Container Lines’ Efficiency, Hyeonkuk Kang
World Maritime University Dissertations
No abstract provided.
Factors Analysis: Ghg Emissions From International Shipping,
2016
World Maritime University
Factors Analysis: Ghg Emissions From International Shipping, Weijia Cui
World Maritime University Dissertations
No abstract provided.
Economic Analysis On The 400k Dwt Vloc,
2016
World Maritime University
Economic Analysis On The 400k Dwt Vloc, Yongcheng Yang
World Maritime University Dissertations
No abstract provided.
The Economic Analysis Of Mega Containership,
2016
World Maritime University
The Economic Analysis Of Mega Containership, Tingyu Jiang
World Maritime University Dissertations
No abstract provided.
The Research On The Volatility Of Vlcc Market,
2016
World Maritime University
The Research On The Volatility Of Vlcc Market, Yanwei Wang
World Maritime University Dissertations
No abstract provided.
The Distribution Of The Number Of Clusters In The Arratia Flow,
2016
Louisiana State University
The Distribution Of The Number Of Clusters In The Arratia Flow, Vladimir Fomichov
Communications on Stochastic Analysis
No abstract provided.
A General Itô Formula For Adapted And Instantly Independent Stochastic Processes,
2016
Louisiana State University
A General Itô Formula For Adapted And Instantly Independent Stochastic Processes, Chii-Ruey Hwang, Hui-Hsiung Kuo, Kimiaki Saitô, Jiayu Zhai
Communications on Stochastic Analysis
No abstract provided.
Exponential Convergence Of The Stochastic Micropolar And Magneto-Micropolar Fluid Systems,
2016
Louisiana State University
Exponential Convergence Of The Stochastic Micropolar And Magneto-Micropolar Fluid Systems, Kazuo Yamazaki
Communications on Stochastic Analysis
No abstract provided.
Krawtchouk-Griffiths Systems I: Matrix Approach,
2016
Louisiana State University
Krawtchouk-Griffiths Systems I: Matrix Approach, Philip Feinsilver
Communications on Stochastic Analysis
No abstract provided.
Path Functionals Of A Class Of Lévy Insurance Risk Processes,
2016
Louisiana State University
Path Functionals Of A Class Of Lévy Insurance Risk Processes, Ekaterina T Kolkovska, Ehyter M Martin-González
Communications on Stochastic Analysis
No abstract provided.
Krawtchouk-Griffiths Systems Ii: As Bernoulli Systems,
2016
Louisiana State University
Krawtchouk-Griffiths Systems Ii: As Bernoulli Systems, Philip Feinsilver
Communications on Stochastic Analysis
No abstract provided.
Ergodic Control Of Stochastic Navier-Stokes Equation With Lévy Noise,
2016
Louisiana State University
Ergodic Control Of Stochastic Navier-Stokes Equation With Lévy Noise, Manil T Mohan, Sivaguru S Sritharan
Communications on Stochastic Analysis
No abstract provided.
On Logarithmic Sobolev Inequality And A Scalar Curvature Formula For Noncommutative Tori,
2016
The University of Western Ontario
On Logarithmic Sobolev Inequality And A Scalar Curvature Formula For Noncommutative Tori, Sajad Sadeghi
Electronic Thesis and Dissertation Repository
In the first part of this thesis, a noncommutative analogue of Gross' logarithmic Sobolev inequality for the noncommutative 2-torus is investigated. More precisely, Weissler's result on the logarithmic Sobolev inequality for the unit circle is used to propose that the logarithmic Sobolev inequality for a positive element $a= \sum a_{m,n} U^{m} V^{n} $ of the noncommutative 2-torus should be of the form $$\tau(a^{2} \log a)\leqslant \underset{(m,n)\in \mathbb{Z}^{2}}{\sum} (\vert m\vert + \vert n\vert) \vert a_{m,n} \vert ^{2} + \tau (a^{2})\log ( \tau (a^2))^{1/2},$$ where $\tau$ is the normalized positive faithful trace of the noncommutative 2-torus. A possible approach to prove this …
Moduli Space And Deformations Of Special Lagrangian Submanifolds With Edge Singularities,
2016
The University of Western Ontario
Moduli Space And Deformations Of Special Lagrangian Submanifolds With Edge Singularities, Josue Rosario-Ortega
Electronic Thesis and Dissertation Repository
Special Lagrangian submanifolds are submanifolds of a Calabi-Yau manifold calibrated by the real part of the holomorphic volume form. In this thesis we use elliptic theory for edge- degenerate differential operators on singular manifolds to study general deformations of special Lagrangian submanifolds with edge singularities. We obtain a general theorem describing the local structure of the moduli space. When the obstruction space vanishes the moduli space is a smooth, finite dimensional manifold.
An Algorithm For The Machine Calculation Of Minimal Paths,
2016
East Tennessee State University
An Algorithm For The Machine Calculation Of Minimal Paths, Robert Whitinger
Electronic Theses and Dissertations
Problems involving the minimization of functionals date back to antiquity. The mathematics of the calculus of variations has provided a framework for the analytical solution of a limited class of such problems. This paper describes a numerical approximation technique for obtaining machine solutions to minimal path problems. It is shown that this technique is applicable not only to the common case of finding geodesics on parameterized surfaces in R3, but also to the general case of finding minimal functionals on hypersurfaces in Rn associated with an arbitrary metric.
Extension Theorems On Matrix Weighted Sobolev Spaces,
2016
University of Tennessee, Knoxville
Extension Theorems On Matrix Weighted Sobolev Spaces, Christopher Ryan Loga
Doctoral Dissertations
Let D a subset of Rn [R n] be a domain with Lipschitz boundary and 1 ≤ p < ∞ [1 less than or equal to p less than infinity]. Suppose for each x in Rn that W(x) is an m x m [m by m] positive definite matrix which satisfies the matrix Ap [A p] condition. For k = 0, 1, 2, 3;... define the matrix weighted, vector valued, Sobolev space [L p k of D,W] with
[the weighted L p k norm of vector valued f over D to the p power equals the sum over all alpha with order less than k of the integral over D of the the pth power …
Topological And Hq Equivalence Of Prime Cyclic P-Gonal Actions On Riemann Surfaces (Corrected),
2016
Rose-Hulman Institute of Technology
Topological And Hq Equivalence Of Prime Cyclic P-Gonal Actions On Riemann Surfaces (Corrected), Sean A. Broughton
Mathematical Sciences Technical Reports (MSTR)
Two Riemann surfaces S1 and S2 with conformal G-actions have topologically equivalent actions if there is a homeomorphism h : S1 -> S2 which intertwines the actions. A weaker equivalence may be defined by comparing the representations of G on the spaces of holomorphic q-differentials Hq(S1) and Hq(S2). In this note we study the differences between topological equivalence and Hq equivalence of prime cyclic actions, where S1/G and S2/G have genus zero.
A Three-Fold Approach To The Heat Equation: Data, Modeling, Numerics,
2016
Gettysburg College
A Three-Fold Approach To The Heat Equation: Data, Modeling, Numerics, Kimberly R. Spayd, James G. Puckett
Math Faculty Publications
This article describes our modeling approach to teaching the one-dimensional heat (diffusion) equation in a one-semester undergraduate partial differential equations course. We constructed the apparatus for a demonstration of heat diffusion through a long, thin metal rod with prescribed temperatures at each end. The students observed the physical phenomenon, collected temperature data along the rod, then referenced the demonstration for purposes in and out of the classroom. Here, we discuss the experimental setup, how the demonstration informed practices in the classroom and a project based on the collected data, including analytical and computational components.
Uniform Approximation On Riemann Surfaces,
2016
The University of Western Ontario
Uniform Approximation On Riemann Surfaces, Fatemeh Sharifi
Electronic Thesis and Dissertation Repository
This thesis consists of three contributions to the theory of complex approximation on
Riemann surfaces. It is known that if E is a closed subset of an open Riemann surface R and f is a holomorphic function on a neighbourhood of E, then it is usually not possible to approximate f uniformly by functions holomorphic on all of R. Firstly, we show, however, that for every open Riemann surface R and every closed subset E of R; there is closed subset F of E, which approximates E extremely well, such that every function holomorphic on F can be approximated much …
