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1
Omega-Harmonic Functions and Inverse Conductivity Problems on Networks
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Omega-Harmonic Functions and Inverse Conductivity Problems on Networks

Berenstein, Carlos A ; Chung, Soon-Yeong

2003

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2
On a Class of Laplace Inverses Involving Doubly-Nested Square Roots and their Applications in Continuum Mechanics
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On a Class of Laplace Inverses Involving Doubly-Nested Square Roots and their Applications in Continuum Mechanics

Puri, P ; Jordan, P M

2010

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3
A Projection Method for the Numerical Solution of a System of First-Order Nonlinear Differential Equations with Mixed Boundary Conditions
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A Projection Method for the Numerical Solution of a System of First-Order Nonlinear Differential Equations with Mixed Boundary Conditions

VAN Schieveen,Hendrik M

1975

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4
Weakly Nonlinear Harmonic Acoustic Waves in Classical Thermoviscous Fluids: A Perturbation Analysis
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Weakly Nonlinear Harmonic Acoustic Waves in Classical Thermoviscous Fluids: A Perturbation Analysis

Jordan, P M

2010

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5
Multipoint Approach to the Two-Point Boundary Value Problem
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Multipoint Approach to the Two-Point Boundary Value Problem

Miele,A ; Well,K. H ; Tietze,J. L

1972

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6
A Modified Simple Shooting Method for Solving Two-Point Boundary-Value Problems
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A Modified Simple Shooting Method for Solving Two-Point Boundary-Value Problems

Holsapple, Raymond ; Venkataraman, Ram ; Doman, David B

2002

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7
Finite Volume Algorithms for Heat Conduction
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Finite Volume Algorithms for Heat Conduction

Nance, Douglas V

2010

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8
kappa-Version of Finite Element Method: A New Mathematical and Computational Framework for BVP and IVP
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kappa-Version of Finite Element Method: A New Mathematical and Computational Framework for BVP and IVP

Surana, Karan S ; Reddy, J N ; TenPas, Peter W

2007

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9
Improving the Performance of Perfectly Matched Layers by Means of hp-Adaptivity
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Improving the Performance of Perfectly Matched Layers by Means of hp-Adaptivity

Michler, C ; Demkowicz, L ; Kurtz, J ; Pardo, D

2006

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10
Analysis of a Subdomain-Based Error Estimator for Finite Element Approximations of Elliptic Problems
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Analysis of a Subdomain-Based Error Estimator for Finite Element Approximations of Elliptic Problems

Prudhomme, S ; Nobile, F ; Chamoin, L ; Oden, J T

2005

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