Open Access. Powered by Scholars. Published by Universities.®
- Discipline
-
- Other Mathematics (60)
- Applied Mathematics (24)
- Partial Differential Equations (14)
- Algebra (12)
- Ordinary Differential Equations and Applied Dynamics (12)
-
- Public Affairs, Public Policy and Public Administration (12)
- Social and Behavioral Sciences (12)
- Transportation (12)
- Physics (11)
- Economics (10)
- Other Applied Mathematics (10)
- Other Physical Sciences and Mathematics (10)
- Computer Sciences (9)
- Numerical Analysis and Computation (9)
- Business (8)
- Control Theory (8)
- Dynamic Systems (8)
- Engineering Physics (8)
- Logic and Foundations (8)
- Non-linear Dynamics (8)
- Theory and Algorithms (8)
- Algebraic Geometry (7)
- Marketing (7)
- Education (6)
- Science and Mathematics Education (5)
- Models and Methods (4)
- Number Theory (4)
- Institution
-
- Louisiana State University (43)
- World Maritime University (11)
- Prairie View A&M University (9)
- SelectedWorks (9)
- University of New Mexico (9)
-
- University of Nebraska - Lincoln (5)
- Chapman University (2)
- Claremont Colleges (2)
- Marshall University (2)
- Selected Works (2)
- Technological University Dublin (2)
- University of Tennessee, Knoxville (2)
- Air Force Institute of Technology (1)
- Andrews University (1)
- Kennesaw State University (1)
- Portland State University (1)
- University of Nevada, Las Vegas (1)
- University of Richmond (1)
- West Chester University (1)
- Western Washington University (1)
- Keyword
-
- Local fractional calculus (6)
- Fractal (4)
- Reprint articles (4)
- Neutrosophic logic (3)
- Conference articles (2)
-
- (2 + 1)-dimensional nonlinear KP-BBM equation (1)
- (3 + 1)-dimensional nonlinear evolution equation (1)
- (G /G ) expansion method (1)
- <p>Mathematical statistics.</p> (1)
- ART (1)
- Abel’s Kernel. (1)
- Abstract critical point theory (1)
- Adjoint functor (1)
- Affine torus (1)
- Almost Minimizer (1)
- Andrews University--Dissertations--Death--Religious aspects--Comparative studies. (1)
- Asymptotic behavior (1)
- Asymptotically Convex (1)
- BVPs (1)
- Back propagation (1)
- Beta distribution (1)
- Bialgebraic structures (1)
- C*-algebra (1)
- COMBINATORIAL analysis (1)
- Characteristic equation (1)
- Circle packing (1)
- Compact group (1)
- Complete analytic Riemann-Hilbert manifolds (1)
- Complex function (1)
- Complex numbers (1)
- Publication
-
- Communications on Stochastic Analysis (43)
- World Maritime University Dissertations (11)
- Applications and Applied Mathematics: An International Journal (AAM) (9)
- Branch Mathematics and Statistics Faculty and Staff Publications (9)
- Xiao-Jun Yang (8)
-
- Department of Mathematics: Dissertations, Theses, and Student Research (5)
- Articles (2)
- Doctoral Dissertations (2)
- Mathematics Faculty Publications (2)
- Theses, Dissertations and Capstones (2)
- CMC Senior Theses (1)
- Department of Math & Statistics Faculty Publications (1)
- Dissertations (1)
- Faculty and Research Publications (1)
- MPP Published Research (1)
- Mathematics and Statistics Faculty Publications and Presentations (1)
- Mathematics, Physics, and Computer Science Faculty Articles and Research (1)
- McNair Journal (1)
- Pomona Faculty Publications and Research (1)
- Sergo Armenak Episkoposian (Yepiskoposyan) (1)
- Theses and Dissertations (1)
- Vignon Oussa (1)
- William F. Trench (1)
- Publication Type
Articles 1 - 30 of 106
Full-Text Articles in Analysis
Lagrange's Theory Of Analytical Functions And His Ideal Of Purity Of Method, Giovanni Ferraro, Marco Panza
Lagrange's Theory Of Analytical Functions And His Ideal Of Purity Of Method, Giovanni Ferraro, Marco Panza
MPP Published Research
We reconstruct essential features of Lagrange’s theory of analytical functions by exhibiting its structure and basic assumptions, as well as its main shortcomings. We explain Lagrange’s notions of function and algebraic quantity, and we concentrate on power-series expansions, on the algorithm for derivative functions, and the remainder theorem—especially on the role this theorem has in solving geometric and mechanical problems. We thus aim to provide a better understanding of Enlightenment mathematics and to show that the foundations of mathematics did not, for Lagrange, concern the solidity of its ultimate bases, but rather purity of method—the generality and internal organization of …
Elliptic Operators And Maximal Regularity On Periodic Little-Hölder Spaces, Jeremy Lecrone
Elliptic Operators And Maximal Regularity On Periodic Little-Hölder Spaces, Jeremy Lecrone
Department of Math & Statistics Faculty Publications
We consider one-dimensional inhomogeneous parabolic equations with higher-order elliptic differential operators subject to periodic boundary conditions. In our main result we show that the property of continuous maximal regularity is satisfied in the setting of periodic little-Hölder spaces, provided the coefficients of the differential operator satisfy minimal regularity assumptions.We address parameter-dependent elliptic equations, deriving invertibility and resolvent bounds which lead to results on generation of analytic semigroups. We also demonstrate that the techniques and results of the paper hold for elliptic differential operators with operator-valued coefficients, in the setting of vector-valued functions.
Density Dependent Utilities With Transaction Costs, Eriyoti Chikodza, Julius N Esunge
Density Dependent Utilities With Transaction Costs, Eriyoti Chikodza, Julius N Esunge
Communications on Stochastic Analysis
No abstract provided.
Mrm-Applicable Measures For The Power Function Of The Second Order, Izumi Kubo, Hui-Hsiung Kuo, Suat Namli
Mrm-Applicable Measures For The Power Function Of The Second Order, Izumi Kubo, Hui-Hsiung Kuo, Suat Namli
Communications on Stochastic Analysis
No abstract provided.
The Minimal Martingale Measure For The Price Process With Poisson Shot Noise Jumps, Jun Yan
The Minimal Martingale Measure For The Price Process With Poisson Shot Noise Jumps, Jun Yan
Communications on Stochastic Analysis
No abstract provided.
Consistent Price Systems For Bounded Processes, Florian Maris, Eric Mbakop, Hasanjan Sayit
Consistent Price Systems For Bounded Processes, Florian Maris, Eric Mbakop, Hasanjan Sayit
Communications on Stochastic Analysis
No abstract provided.
Changes Of Measure And Representations Of The First Hitting Time Of A Bessel Process, Gerardo Hernandez-Del-Valle
Changes Of Measure And Representations Of The First Hitting Time Of A Bessel Process, Gerardo Hernandez-Del-Valle
Communications on Stochastic Analysis
No abstract provided.
Intraday Empirical Analysis Of Electricity Price Behaviour, Eckhard Platen, Jason West
Intraday Empirical Analysis Of Electricity Price Behaviour, Eckhard Platen, Jason West
Communications on Stochastic Analysis
No abstract provided.
A Martingale Representation For The Maximum Of A Lévy Process, Bruno Rémillard, Jean-François Renaud
A Martingale Representation For The Maximum Of A Lévy Process, Bruno Rémillard, Jean-François Renaud
Communications on Stochastic Analysis
No abstract provided.
A Connection Between The Poissonian Wick Product And The Discrete Convolution, Alberto Lanconelli, Luigi Sportelli
A Connection Between The Poissonian Wick Product And The Discrete Convolution, Alberto Lanconelli, Luigi Sportelli
Communications on Stochastic Analysis
No abstract provided.
Stochastic Analysis Of Backward Tidal Dynamics Equation, Hong Yin
Stochastic Analysis Of Backward Tidal Dynamics Equation, Hong Yin
Communications on Stochastic Analysis
No abstract provided.
The Principle Of Linearized Stability For Size-Structured Population Models, M. El-Doma
The Principle Of Linearized Stability For Size-Structured Population Models, M. El-Doma
Applications and Applied Mathematics: An International Journal (AAM)
The principle of linearized stability for size-structured population dynamics models is proved giving validity to previous stability results reported in, for example, El-Doma (2008-1). In particular, we show that if all the roots of the characteristic equation lie to the left of the imaginary axis then the steady state is locally exponentially stable, and on the other hand, if there is at least one root that lies to the right of the imaginary axis then the steady state is unstable. We also point out cases when there is resonance
Phase History Decomposition For Efficient Scatterer Classification In Sar Imagery, Dane F. Fuller
Phase History Decomposition For Efficient Scatterer Classification In Sar Imagery, Dane F. Fuller
Theses and Dissertations
A new theory and algorithm for scatterer classification in SAR imagery is presented. The automated classification process is operationally efficient compared to existing image segmentation methods requiring human supervision. The algorithm reconstructs coarse resolution subimages from subdomains of the SAR phase history. It analyzes local peaks in the subimages to determine locations and geometric shapes of scatterers in the scene. Scatterer locations are indicated by the presence of a stable peak in all subimages for a given subaperture, while scatterer shapes are indicated by changes in pixel intensity. A new multi-peak model is developed from physical models of electromagnetic scattering …
Solutions To Quasi-Relativistic Multi-Configurative Hartree-Fock Equations In Quantum Chemistry, Carlos Argáez García, Michael Melgaard
Solutions To Quasi-Relativistic Multi-Configurative Hartree-Fock Equations In Quantum Chemistry, Carlos Argáez García, Michael Melgaard
Articles
We establish existence of infinitely many distinct solutions to the multi-configurative Hartree-Fock type equations for N-electron Coulomb systems with quasi-relativistic kinetic energy for the n th electron. Finitely many of the solutions are interpreted as excited states of the molecule. Moreover, we prove existence of a ground state. The results are valid under the hypotheses that the total charge Z of K nuclei is greater than N-1 and that Z is smaller than a critical charge. The proofs are based on a new application of the Lions-Fang-Ghoussoub critical point approach to nonminimal solutions on a complete analytic Hilbert-Riemann manifold.
Stationary Distributions Of The Bernoulli Type Galton-Watson Branching Process With Immigration, Yoshinori Uchimura, Kimiaki Saitô
Stationary Distributions Of The Bernoulli Type Galton-Watson Branching Process With Immigration, Yoshinori Uchimura, Kimiaki Saitô
Communications on Stochastic Analysis
No abstract provided.
Twin Mrm-Triples In Multiplicative Renormalization Method, Izumi Kubo, Hui-Hsiung Kuo
Twin Mrm-Triples In Multiplicative Renormalization Method, Izumi Kubo, Hui-Hsiung Kuo
Communications on Stochastic Analysis
No abstract provided.
Approximations Of Fractional Stochastic Differential Equations By Means Of Transport Processes, Johanna Garzón, Luis G Gorostiza, Jorge A León
Approximations Of Fractional Stochastic Differential Equations By Means Of Transport Processes, Johanna Garzón, Luis G Gorostiza, Jorge A León
Communications on Stochastic Analysis
No abstract provided.
Risk Indifference Pricing Of Functional Claims Of The Yield Surface In The Presence Of Partial Information, Ta Thi Kieu An, Frank Proske, Mark Rubtsov
Risk Indifference Pricing Of Functional Claims Of The Yield Surface In The Presence Of Partial Information, Ta Thi Kieu An, Frank Proske, Mark Rubtsov
Communications on Stochastic Analysis
No abstract provided.
A Stochastic Lagrangian Particle Model And Nonlinear Filtering For Three Dimensional Euler Flow With Jumps, Sivaguru S Sritharan, Meng Xu
A Stochastic Lagrangian Particle Model And Nonlinear Filtering For Three Dimensional Euler Flow With Jumps, Sivaguru S Sritharan, Meng Xu
Communications on Stochastic Analysis
No abstract provided.
Weak Convergence For Approximation Of American Option Prices, Weiping Li, Mei Xing
Weak Convergence For Approximation Of American Option Prices, Weiping Li, Mei Xing
Communications on Stochastic Analysis
No abstract provided.
Cornish-Fisher Expansions For Poisson And Negative Binomial Processes, Christopher S Withers, Saralees Nadarajah
Cornish-Fisher Expansions For Poisson And Negative Binomial Processes, Christopher S Withers, Saralees Nadarajah
Communications on Stochastic Analysis
No abstract provided.
Short-Time Asymptotics Of One-Dimensional Harris Flows, Alexander Shamov
Short-Time Asymptotics Of One-Dimensional Harris Flows, Alexander Shamov
Communications on Stochastic Analysis
No abstract provided.
General Alpha-Wiener Bridges, Mátyás Barczy, Peter Kern
General Alpha-Wiener Bridges, Mátyás Barczy, Peter Kern
Communications on Stochastic Analysis
No abstract provided.
Pólya’S Theorem With Zeros, Mari Castle, Victoria Powers, Bruce Reznick
Pólya’S Theorem With Zeros, Mari Castle, Victoria Powers, Bruce Reznick
Faculty and Research Publications
Let be the real polynomial ring in variables. Pólya’s Theorem says that if a homogeneous polynomial is positive on the standard -simplex , then for sufficiently large all the coefficients of are positive. We give a complete characterization of forms, possibly with zeros on , for which there exists so that all coefficients of have only nonnegative coefficients, along with a bound on the needed.
Analysis Of Chinese Dry Bulk Ship Operators' Operation Mode And Strageties Basis On Voyage Estimation, Jinlong Ke
Analysis Of Chinese Dry Bulk Ship Operators' Operation Mode And Strageties Basis On Voyage Estimation, Jinlong Ke
World Maritime University Dissertations
No abstract provided.
Multimodal Transport Cost Analysis Of Coal Transport From Datong To Wh Power Station, Tingting Gao
Multimodal Transport Cost Analysis Of Coal Transport From Datong To Wh Power Station, Tingting Gao
World Maritime University Dissertations
No abstract provided.
The Research On Ship Financing Lease Mode And Risk Prevention, Yang Liu
The Research On Ship Financing Lease Mode And Risk Prevention, Yang Liu
World Maritime University Dissertations
No abstract provided.
Economic Analysis On The Sustainability Of Slow Steaming In Liner Shipping, Zhou Dong
Economic Analysis On The Sustainability Of Slow Steaming In Liner Shipping, Zhou Dong
World Maritime University Dissertations
No abstract provided.
Optimum Vessel Size (New Maersk 18,000 Teu Vessels) And Operations In The Malacca Straits, Knoll David Brian
Optimum Vessel Size (New Maersk 18,000 Teu Vessels) And Operations In The Malacca Straits, Knoll David Brian
World Maritime University Dissertations
No abstract provided.
The Study On The Optimization For Coscon Fleet Deployment In The Asia-Europe Lane, Zhihao Lin
The Study On The Optimization For Coscon Fleet Deployment In The Asia-Europe Lane, Zhihao Lin
World Maritime University Dissertations
No abstract provided.