| Preprint Series School of Mathematics Georgia Institute of Technology Atlanta, Georgia 30332-0160 M. L. Abell and W. F. Ames Symmetry Reduction of Reynolds Equation and Applications to Film Lubrication AMS Subject Classification: Primary 76D08; Secondary 22E70 Math: 1090-070 Noga Alon, Paul Seymour and Robin Thomas Planar Separators AMS Subject Classification: Primary 05C10, 05C75, 68R10 Math: 0292-002 Noga Alon, Paul Seymour, and Robin Thomas A Separator Theorem for Non-Planar Graphs AMS Subject Classification: Primary 05C99 Math: 1189-028 W. F. Ames and M. C. Nucci Symbolic Computation in Mechanics and Mathematical Physics AMS Subject Classification: Primary 76-02; Secondary 73-02 Math: 1090-069 W. N. Anderson, Jr., T. D. Morley, and G. E. Trapp A DIXIE-CUP: Visualizing Order Intervals of Matrices AMS Subject Classification: Primary 15A48; Secondary 15A09 Math: 0790-053 W. N. Anderson, T. D. Morley and G. E. Trapp Positive Solutions to X AB X B AMS Subject Classification: Primary 15A24, 15A60, 15A45; Secondary 94C99 Math: 0989-005 I. Babus ka, B. Q. Quo, and E. P. Stephan On the Exponential Convergence of the h-p Version for Boundary Element Galerkin Methods on Polygons AMS Subject Classification: Primary 65N30, 65R20; Secondary 45L05, 45L10 Math: 1189-022 Andrzej Banaszuk and John Hauser Approximate Feedback Linearization: A Homotopy Operator Approach AMS Subject Classification: 93B29, 93C10 Math: 0794-018 Andrzej Banaszuk and John Hauser Feedback Linearization of Transverse Dynamics for Periodic Orbits in R with Points of Transverse Controllability Loss AMS Subject Classification: Primary 93B29, 93C10 Math: 0395-007 Andrzej Banaszuk and John Hauser Feedback Linearization of Transverse Dynamics for Periodic Orbits AMS Subject Classification: 93B29, 93C10 Math: 0794-020 Andrzej Banaszuk, Andrzej Swiech and John Hauser Approximate Feedback Linearization: Least Squares Approximate Integrating Factors AMS Subject Classification: 93B29, 93C10 Math: 0794-019 Michael Barnsley, George Cain, Arnaud Jacquin, and Robert Kasriel Local Contractions and Recurrent Iterated Function Systems AMS Subject Classification: Primary 54H25; Secondary 54H20 Math: 0989-006 Michael Barnsley, George Cain, and Robert Kasriel Multifunction Dynamics AMS Subject Classification: Primary 54C60, 54B20, 54H20, 58F08 Math: 0890-054 Alexandra Bellow and Ulrich Krengel On Hopf's Ergodic Theorem for Particles with Different Velocities AMS Subject Classification: Primary 28D10; Secondary 80A10 Math: 0290-032 Marc A. Berger and Yang Wang Bounded Semi-Groups of Matrices AMS Subject Classification: Primary 58F08, 58F11, 60J20, 68U05 Math: 0191-002 Marc A. Berger and Yang Wang Multi-Scale Dilation Equations and Iterated Function Systems AMS Subject Classification: Primary 58F08, 58F11, 60J20, 68U05 Math: 0191-001 Marc A. Berger Ergodic Theory, Tree Traversal and Computer Image Generation AMS Subject Classification: Primary 58F08, 58F11, 60J20, 68U05; Math: 0290-034 Marc A. Berger Lectures on Wavelets and Lectures on Products of Random Matrices AMS Subject Classification: Primary 58F08, 58F11, 60J20, 68U05 Math: 0391-004 Marc A. Berger Random Affine Iterated Function Systems: Mixing and Encoding AMS Subject Classification: Primary 58F08, 58F11, 60J20, 68U05; Math: 0290-035 Daniel Bessis and Stephen Demko Generalized Apollonian Packings AMS Subject Classification: Primary 52A45; Secondary 30F40 Math: 0290-033 Daniel Bessis and Stephen Demko Stable Recovery of Fractal Measures by Polynomial Sampling AMS Subject Classification: Primary 65D99; Secondary 82-08 Math: 1089-013 S. G. Bobkov and C. Houdre A Characterization of Gaussian Measures via the Isoperimetric Property of Half-Spaces AMS Subject Classification: Primary 60E15, 60E10, 28A35 Math: 0795-014 S. G. Bobkov and C. Houdre Dimension Free Weak Concentration of Measure Phenomenon AMS Subject Classification: Primary 60E99, 60F99, 28C15 Math: 0795-016 S. G. Bobkov and C. Houdre Isoperimetric Constants for Product Probability Measures AMS Subject Classification: Primary 60E15, 28A35, 60G99 Math: 0795-013 S. G. Bobkov and C. Houdre Variance of Lipschitz Functions and an Isoperimetric Problem for a Class of Product Measures AMS Subject Classification: Primary 60E15, 60G99, 28A35 Math: 0795-015 Serguei G. Bobkov and Christian Houdre Some Connections Between Sobolev-Type Inequalities and Isoperimetry AMS Subject Classification: Primary 60, 28A12 Math: 0495-008 S. G. Bobkov and C. Houdre Sharp Constants in Some Multiplicative Sobolev Inequalities AMS Subject Classification: Primary 46E30,46E35,28E99; Secondary 26D10 Math: 0995-023 S. G. Bobkov and C. Houdre Converse Poincare Type Inequalities for Convex Functions AMS Subject Classification: Primary 60E15, 60E99; Secondary 26D10 Math: 1195-031 Frans A. Boshuizen and Robert P. Kertz Information Advantages in Hiring Under a Budget Constraint: Weak Convergence Comparisons AMS Subject Classification: Primary 60G40 Math: 0595-012 Frans A. Boshuizen and Robert P. Kertz Largest-fit Selection of Random Sizes Under a Sum Constraint: Comparisons by Weak Convergence AMS Subject Classification: Primary 60G40 Math: 0595-010 Frans A. Boshuizen and Robert P. Kertz Smallest-fit Selection of Random Sizes Under a Sum Constraint: Weak Convergence and Moment Comparisons AMS Subject Classification: Primary 60G40 Math: 0595-011 Frans Boshuizen and T. P. Hill Moment-Based Minimax Stopping Functions for Sequences of Random Variables AMS Subject Classification: Primary 60G40 Math: 0990-060 Leonid A. Bunimovich and Herbert Spohn Viscosity for a Periodic Two Disk Fluid: An Existence Proof AMS Subject Classification: Primary 70F35, 82C05, 58C27 Math: 0295-005 Leonid A. Bunimovich Continued Fractions and Geometrical Optics AMS Subject Classification: Primary 11Y65, 78A05 Math: 0295-006 Almut Burchard Substrate Degradation by a Mutualistic Association of Two Species in the Chemostat AMS Subject Classification: Primary 92A15, 34C35, 34C25 Math: 0791-012 George L. Cain and Robert H. Kasriel Periodic Points of Maps on Uniform Spaces AMS Subject Classification: Primary 54H25 Math: 1193-012 Neil J. Calkin Counting Sets of Integers, No k of Which Sum to Another Neil J. Calkin and Angela C. Taylor AMS Subject Classification: Primary 05C80 Math: 0795-019 Neil J. Calkin A Curious Binomial Identity AMS Subject Classification: Primary 05A10 Math: 1193-011 Neil J. Calkin Some Conditions on Periodicity for a Sum-Free Set AMS Subject Classification: Primary 11B75 Math: 0795-021 Neil J. Calkin and Angela C. Taylor Counting Sets of Integers, No k of Which Sum to Another AMS Subject Classification: Primary 11B75 Math: 0795-019 Neil J. Calkin and Herbert S. Wilf The Number of Independent Sets in a Grid Graph AMS Subject Classification: Primary 05A10 Math: 0795-017 Neil J. Calkin and P. J. Cameron Almost Odd Random Sum-Free Sets AMS Subject Classification: Primary 11B75 Math: 0795-018 Neil J. Calkin and Paul Erdos On a Class of Aperiodic Sum-Free Sets AMS Subject Classification: Primary 11B75 Math: 1094-024 Calkin, Neil J., Paul Erdos, and Craig A. Tovey New Ramsey Bounds from Cyclic Graphs of Prime Order AMS Subject Classification: Primary 05D10,05C80 Math: 0995-024 R. Cheng and C. Houdre On the Linear Prediction of Some L Random Fields AMS Subject Classification: Primary 60G25, 60G60, 60G10 Math: 0895-022 Shui-Nee Chow and Wenzhang Huang Transition Layers for a Singularly Perturbed 2-Dimensional System of Differential-Difference Equations AMS Subject Classification: Primary 34E05, 10, 34K10, 15, 25, 30 Math: 0891-013 S. N. Chow, D. R. Dunninger, and M. Miklavc ic Galerkin Approximations for Singular Linear Elliptic and Semilinear Parabolic Problems AMS Subject Classification: Primary 65M60, 65J15, 65N30, 35A40, 35K65, Math: 0690-048 Shui-Nee Chow, Xiao-Biao Lin, and Kening Lu Smooth Invariant Foliations in Infinite Dimensional Spaces AMS Subject Classification: Primary 34C35; Secondary 35K57 Math: 0390-036 Ole Christensen and Christopher Heil Perturbations of Banach Frames and Atomic Decompositions AMS Subject Classification: Primary 42C99 Math: 0694-012 A. Deliu and M. C. Spruill Dilation Equations and Absolute Continuity of Random Expansions AMS Subject Classification: Primary 39B22, 42A38 Math: 1094-025 Anca Deliu and Mong-Shu Lee Trace Theorems via Wavelets on the Closed Set [0,1] AMS Subject Classification: Primary 42A16 Math: 1092-012 Anca Deliu and Peter Wingren The Takaga Operator, Bernoulli Sequences, Smoothness Conditions and Fractal Curves AMS Subject Classification: Primary 28A78 Math: 1092-013 Anca Deliu and Peter Wingren The Zygmund Condition and Fractal Curves AMS Subject Classification: Primary 28A78 Math: 0392-007 A. Deliu, J. Geronimo, and R. Shonkwiler On the Inverse Fractal Problem for Two Dimensional Disjoint Polyhulled Attractors AMS Subject Classification: 28A80, 51D20, 60G18, 68U10, 82C41 Math: 0394-008 Anca Deliu, J. S. Geronimo, D. Hardin and R. Shonkwiler Dimensions Associated with Recurrent Self-Similar Sets AMS Subject Classification: Primary 28A05 Math: 0990-064 Stephen Demko Approximation of Measures by Fractal Generation Techniques AMS Subject Classification: Primary 41A99; Secondary 28C10 Math: 0590-045 Stephen Demko Euler MacLauren Type Expansions for Some Fractal Measures AMS Subject Classification: Primary 28C99; Secondary 65B15 Math: 1189-027 Luca Dieci and Donald Estep Some Stability Aspects of Schemes for the Adaptive Integration of Stiff Initial Value Problems AMS Subject Classification: Primary 65L05, 65L07, 65L20 Math: 0590-039 Luca Dieci and Timo Eirola Positive Definiteness in the Numerical Solution of Riccati Differential Equations AMS Subject Classification: Primary 65L Math: 0493-007 Luca Dieci DRESOL. A Differential Riccati Equations' Solver: User's Guide, Version 1.0 AMS Subject Classification: Primary 65L05, 65V05 Math: 0790-052 Luca Dieci Structure Preserving Piecewise Polynomial Interpolation for Definite Matrices AMS Subject Classification: Primary 15A99, 65D99, 65F99 Math: 1092-014 Luca Dieci and Robert D. Russell Some Iterative Methods for Solving Algebraic Riccati Equations AMS Subject Classification: Primary 65F30; Secondary 65F15, 65F35 Math: 091389-001, 13 pp. Luca Dieci, Robert D. Russell and Erik S. Van Vleck On the Computation of Lyapunov Exponents for Continuous Dynamical Systems AMS Subject Classification: Primary 65L Math: 0493-006 George Donovan, Jeffrey S. Geronimo, Douglas P. Hardin and Peter R. Massopust Construction of Orthogonal Wavelets Using Fractal Interpolation Functions AMS Subject Classification: Primary 41A15 Math: 1093-010 Richard A. Duke, Paul Erdos, and Vojtech Rodl Cycle-Connected Graphs AMS Subject Classification: Primary 05C35; Secondary 05C38 Math: 0490-038 Yoshimi Egawa, Katsuhiro Ota, Akira Saito and Xingxing Yu Non-Contractible Edges in a 3-Connected Graph AMS Subject Classification: Primary 05C40, 05C99 Math: 0194-003 J. Elton and T. P. Hill Fusions of a Probability Distribution AMS Subject Classification: Primary 60B05; Secondary 60G42 Math: 0290-031 Donald Estep A Modified Equation for Dispersive Difference Schemes AMS Subject Classification: Primary 65M15 Math: 0990-066 Donald Estep A Normal Form Analysis of Dispersion in Numerical Schemes for the Linear Koretweg-de Vries Equation AMS Subject Classification: Primary 65M10 Math: 0990-059 Donald Estep Numerical Experiments on the Bistable Equation in One Dimension I AMS Subject Classification: Primary 65M60, 65M50, 35K57 Math: 1090-067 Zhicheng Gao, R. Bruce Richter and Xingxing Yu 2-Walks in 3-Connected Planar Graphs AMS Subject Classification: Primary 05C38 Math: 0195-003 J. S. Geronimo and A. Teplyaev A Difference Equation Arising from the Trigonometric Moment Problem having Random Reflection Coefficients An Operator Theoretic Approach AMS Subject Classification: Primary 42C05, 60H25 Math: 0592-010 J. S. Geronimo and D. Hardin Fractal Interpolation Surfaces and a Related 2-D Multiresolution Analysis AMS Subject Classification: Primary 14J25 Math: 1190-073 J. S. Geronimo Polynomials Orthogonal on the Unit Circle with Random Recurrence Coefficients AMS Subject Classification: Primary 42C05, 60H25 Math: 0691-010 Jeffrey S. Geronimo and Dale T. Smith WKB (Liouville-Green) Analysis of Second Order Difference Equations and Applications AMS Subject Classification: Primary 39A10 Math: 0890-055 J. S. Geronimo, D. Smith, W. Van Assche Strong Asymptotics for Orthogonal Polynomials with Regularly and Slowly Varying Recurrence Coefficients AMS Subject Classification: Primary 42C05, 33A65 Math: 0891-014 Jeffrey S. Geronimo, Douglas P. Hardin and Peter R. Massopust Fractal Functions and Wavelet Expansions Based on Several Scaling Functions AMS Subject Classification: Primary 41A30 Math: 1093-009 David Gilat and T. P. Hill One-Sided Refinements of the Strong Law of Large Numbers and the Glivenko-Cantelli Theorem AMS Subject Classification: Primary 60F15; Secondary 62G30 Math: 0690-047 David Gilat and Theodore P. Hill Chebyschev-Like One-Sided Confidence Intervals for Means and Quantiles AMS Subject Classification: Primary 60G30, 60E15 Math: 1291-018 David Gilat and Theodore P. Hill Quantile-Locating Functions and the Distance Between the Mean and Quantiles AMS Subject Classification: Primary 62E17 Math: 1291-016 Ronald J. Gould and Xingxing Yu On Hamiltonian-Connected Graphs AMS Subject Classification: Primary 05C40, 05C45 Math: 0194-005 W. L. Green and T. D. Morley The Geometric Mean of Two by Two Matrices AMS Subject Classification: Primary 15A24, 15A45; Secondary 90C45, 94C99 Math: 0989-008 William L. Green and T. D. Morley Operator Means and Matrix Functions AMS Subject Classification: Primary 47B99, 47D99; Secondary 94C99 Math: 0989-004 William L. Green and T. D. Morley Order Intervals of Operators Some Examples AMS Subject Classification: Primary 47D20, 15A48; Secondary 73K05 Math: 0890-056 Evans M. Harrell II and Patricia L. Michel Commutator Bounds for Eigenvalues of Some Differential Operators AMS Subject Classification: 35J10 Math: 0394-010 Evans M. Harrell II and Patricia L. Michel Commutator Bounds for Eigenvalues, with Applications to Spectral Geometry AMS Subject Classification: 58G25 Math: 0394-009 Evans M. Harrell II On the Second Eigenvalue of the Laplace Operator Penalized by Curvature AMS Subject Classification: 58G25 Math: 0894-021 Christopher Heil and David Colella Matrix Refinement Equations: Existence and Uniqueness AMS Subject Classification: Primary 39A10 Math: 1094-023 Christopher Heil, Gilbert Strang and Vasily Strela Approximation by Translates of Refinable Functions AMS Subject Classification: Primary 41A30 Math: 0994-022 James V. Herod Asymptotic Properties of Solutions for the Differential Equation Y Y F(Y). AMS Subject Classification: Primary 34D05 Math: 0792-011 T. P. Hill and D. P. Kennedy Sharp Inequalities for Optimal Stopping Based on Relative Rank AMS Subject Classification: Primary 60G40 Math: 0590-042 T. P. Hill and R. P. Kertz A Survey of Prophet Inequalities in Optimal Stopping Theory AMS Subject Classification: Primary 60G40, 60E15, 62L15 Math: 0990-061 Theodore P. Hill and Douglas P. Kennedy Optimal Stopping Problems with Generalized Objective Functions AMS Subject Classification: Primary 60G40 Math: 1089-011 Theodore P. Hill and Douglas P. Kennedy Prophet Inequalities for Parallel Processes AMS Subject Classification: Primary 60G40, 60E15 Math: 1089-012 Theodore P. Hill and M. C. Spruill On the Relationship Between Convergence in Distribution and Convergence of Expected Extremes AMS Subject Classification: Primary 60F99 Math: 1291-017 Theodore P. Hill and Ulrich Krengel A Prophet Inequality Related to the Secretary Problem AMS Subject Classification: Primary 60G40; Secondary 62L15 Math: 0990-063 Theodore P. Hill and Ulrich Krengel Minimax-Optimal Stop Rules and Distributions in Secretary Problems AMS Subject Classification: Primary 60G40; Secondary 62C20, 90D05 Math: 0989-009 Theodore P. Hill and Ulrich Krengel On the Construction of Generalized Measure Preserving Transformations with Given Marginals AMS Subject Classification: Primary 28D05 Math: 1190-074 Theodore P. Hill Base Invariance Implies Benford's Law The First Digit Phenomenon Revisited AMS Subject Classification: Primary 60A10 Math: 0392-008 Theodore P. Hill Partitioning Inequalities in Probability and Statistics AMS Subject Classification: Primary 60E15, 62C20, 28B05; Math: 0791-011 Theodore P. Hill The Significant-Digit Phenomenon AMS Subject Classification: Primary 60A05 Math: 0493-008 H. Hofer and K. Wysocki First Order Elliptic Systems and the Existence of Homoclinic Orbits in Hamiltonian Systems AMS Subject Classification: Primary 35J60; Secondary 38E05, 38F05 Math: 1089-018 C. Houdre and M. T. Lacey Spectral Criteria, SLLNS and A.S. Convergence of Series of Stationary Variables AMS Subject Classification: Primary 60F15, 60G60, 42B99 Math: 0495-009 X. Hu, R. Shonkwiler and M. C. Spruill Random Restarts in Global Optimization AMS Subject Classification: Primary 65K10 Math: 1192-015 X. Hu, R. Shonkwiler, and M. C. Spruill Approximate Speedup by Independent Identical Processing AMS Subject Classification: 93E23 Math: 0594-011 Arnaud E. Jacquin Image Coding Based on a Fractal Theory of Iterated Contractive Markov Operators AMS Subject Classification: Primary 68U10; Secondary 28E05 Math: 0989-017 Arnaud E. Jacquin Image Coding Based on a Fractal Theory of Iterated Contractive Markov Operators Part I: Theoretical Foundation AMS Subject Classification: Primary 68U10; Secondary 28E05 Math: 0989-016 Arnaud Jacquin A Fractal Theory of Iterated Markov Operators, with Applications to Digital Image Coding AMS Subject Classification: Primary 68U10; Secondary 28E05 Math: 0989-002 Curtis Jensen and T. D. Morley Animating Elliptical Membranes AMS Subject Classification: Primary 33A55, 73D99 Math: 0591-009 Gunther Karner The Simplified Fermi Accelerator in Classical and Quantum Mechanics AMS Subject Classification: Primary 81Q10 Math: 0194-001 Bernhard Kawohl On a Class of Singular Elliptic Equations and A Short Note on Stability AMS Subject Classification: Primary 35F20, 49A29 Math: 0590-041 D. P. Kennedy and R. P. Kertz A Prophet Inequality for Independent Random Variables with Finite Variance AMS Subject Classification: Primary 60G40 Math: 0995-025 Igor Kriz and Robin Thomas How to Define "Ramsey Numbers in the Infinite Ramsey Theory AMS Subject Classification: Primary 05C55 Math: 0690-049 R. E. L. Aldred, Robert L. Hemminger and Xingxing Yu The 3-Connected Graphs with a Maximum Matching Containing Precisely One Contractible Edge AMS Subject Classification: Primary 05C40, 05C75, 05C70 Math: 0195-002 Jeffrey C. Lagaris and Yang Wang Haar Bases in and Algebraic Number Theory AMS Subject Classification: 11R29 Math: 0694-013 Jeffrey C. Lagaris and Yang Wang Integral Self-Affine Tiles in I. Standard and Nonstandard Digit Sets AMS Subject Classification: 52C22 Math: 0694-016 Jeffrey C. Lagaris and Yang Wang Integral Self-Affine Tiles in II. Lattice Tilings AMS Subject Classification: 52C22 Math: 0694-017 Jeffrey C. Lagaris and Yang Wang Nonnegative Radix Representations for the Orthant R AMS Subject Classification: 52C22 Math: 0694-014 Jeffrey C. Lagaris and Yang Wang Self-Affine Tiles in AMS Subject Classification: 52C22 Math: 0694-015 Hong-Jian Lai, Xingxing Yu and Cun-Quan Zhang Small Circuit Double Covers of Cubic Multigraphs AMS Subject Classification: Primary 05C38 Math: 0195-001 Hanno Lefmann and Vojte ch Ro dl On Canonical Ramsey Numbers for Complete Graphs versus Paths AMS Subject Classification: Primary 05A99, 05C55 Math: 0491-008 Hanno Lefmann, Kevin T. Phelps, and Vojte ch Ro dl Rigid Linear Binary Codes AMS Subject Classification: Primary 94B05, 05B99, 11T71 Math: 0391-006 Hanno Lefmann, Vojte ch Ro dl, and Robin Thomas Monochromatic vs. Multicolored Paths AMS Subject Classification: Primary 05C15, 05C38 Math: 1090-068 Ernest H. MacMillan On the Hydrodynamics of Biaxial Nematic Liquid Crystals: Part 1: General Theory AMS Subject Classification: Primary 34C45; Secondary 34D15 Math: 1189-026 Ernest H. MacMillan On the Hydrodynamics of Biaxial Nematic Liquid Crystals Part 2: Steady State Analysis AMS Subject Classification: Primary 34C45; Secondary 34D15 Math: 0190-030 T. D. Morley Linear Programming and Operator Means AMS Subject Classification: Primary 15A45, 49A27; Secondary 90C35, 94C99 Math: 0989-007 M. C. Nucci Current Topics in Integral Transforms AMS Subject Classification: Primary 44-xx, 73-xx, 76-xx, 78-xx, 80-xx, Math: 0690-046 M. C. Nucci Interactive REDUCE Programs for Calculating Classical, Non-Classical and Lie-Backlund Symmetries of Differential Equations AMS Subject Classification: Primary 35-04; Secondary 22E99, 34-04 Math: 0690-051 M. C. Nucci Riccati-Chain Type Pseudopotentials, Higher-Order Scattering and Backlund Transformations for Non-linear Evolution Equations AMS Subject Classification: Primary 58G25, 58G37, 35Q20 Math: 0590-040 M. C. Nucci Riccati-Type Pseudopotentials and Their Applications AMS Subject Classification: Primary 58G25, 58G37, 35Q20 Math: 0990-065 Bogdan Oporowski, James Oxley, and Robin Thomas Typical Subgraphs of 3- and 4-Connected Graphs AMS Subject Classification: Primary 05C40, 05C75 Math: 0690-050 Neil Robertson, P. D. Seymour and Robin Thomas Excluding Subdivisions of Infinite Cliques AMS Subject Classification: Primary 05C75 Math: 0390-037 Neil Robertson, Paul Seymour and Robin Thomas A Survey of Linkless Embeddings AMS Subject Classification: Primary 05C10, 05C75, 57M05, 57M15, 57M25 Math: 0292-003 Neil Robertson, Paul Seymour and Robin Thomas Excluding Infinite Clique Minors AMS Subject Classification: Primary 05C75 Math: 0292-001 Neil Robertson, Paul Seymour and Robin Thomas Hadwiger's Conjecture for K -Free Graphs AMS Subject Classification: Primary 05C15, 05C40, 05C75 Math: 0393-005 Neil Robertson, Paul Seymour and Robin Thomas Kuratowski Chains AMS Subject Classification: Primary 05C10, 05C75, 05C40 Math: 0292-004 Neil Robertson, Paul Seymour and Robin Thomas Sachs' Linkless Embedding Conjecture AMS Subject Classification: Primary 05C10, 05C75, 57M05, 57M15, 57M25 Math: 0393-004 Daniel P. Sanders On Hamiltonian Cycles in Certain Planar Graphs AMS Subject Classification: Primary 05C45 Math: 0193-002 Daniel P. Sanders On Linear Recognition of Tree-Width at Most Four AMS Subject Classification: Primary 05C75, 05C85 Math: 0193-001 Daniel P. Sanders On Paths in Planar Graphs AMS Subject Classification: Primary 05C38 Math: 0193-003 P. D. Seymour and Robin Thomas Call Routing and the Ratcatcher AMS Subject Classification: Primary 05C75, 05C10 Math: 1290-075 P. D. Seymour and Robin Thomas Excluding Infinite Trees AMS Subject Classification: Primary 05C05, 05C75 Math: 0590-043 Paul Seymour and Robin Thomas An End-Faithful Spanning Tree Counterexample AMS Subject Classification: Primary 05C05 Math: 1189-029 Ronald Shonkwiler Separating the Vertices of N-Cubes by Hyperplanes and its Application to Artificial Neural Networks AMS Subject Classification: 52B30, 82C32 Math: 0294-007 Jonathan E. Spingarn Cylinder Inequality for Convex Sets AMS Subject Classification: Primary 52A40 Math: 0291-003 Jonathan E. Spingarn Network Equilibria and the Method of Successive Approximations AMS Subject Classification: Primary 90A14 Math: 0891-015 M. C. Spruill A Formula for Transitions of a Brownian Motion Above a Moving Boundary AMS Subject Classification: Primary 60J65, 60G17; Secondary 60H05 Math: 0391-007 M. C. Spruill A Note on Kirszbraun's Theorem AMS Subject Classification: Primary 46B20, 52A35, 47H99 Math: 0391-005 M. C. Spruill Optimal Designs for Multivariate Interpolation AMS Subject Classification: Primary 62K05 Math: 1089-010 M. P. Stallybrass An External Crack Problem: the Ellipse Revisited AMS Subject Classification: Primary 73C35; Secondary 31B20 Math: 1189-025 M. P. Stallybrass On the Equivalence of Integral Formulations for Certain Exterior and Interior Boundary Value Problems in Mechanics AMS Subject Classification: Primary 73C35; Secondary 45A05, 31B20 Math: 0989-003 E. P. Stephan and W. L. Wendland A Hypersingular Boundary Integral Method for Two-Dimensional Screen and Crack Problems AMS Subject Classification: Primary 47G05; Secondary 45M05, 73C45, 73M05, Math: 1189-019 Stephen W. Taylor Gevrey Semigroups AMS Subject Classification: Primary 34G10; Secondary 35B65 Math: 1089-015 Stephen W. Taylor Gevrey Solutions for Equations of Euler-Bernoulli Type AMS Subject Classification: Primary 35B65; Secondary 35B37 Math: 1089-014 Robin Thomas and Xingxing Yu 4-Connected Projective-Planar Graphs are Hamiltonian AMS Subject Classification: Primary 05C45 Math: 0392-009 Xingxing Yu 3-Connected Graphs with Non-Cut Contractible Edge Covers of Size k AMS Subject Classification: Primary 05C40, 05C75 Math: 0195-004 Xingxing Yu Cycle Decompositions of Planar Even Graphs AMS Subject Classification: Primary 05C45, 05C38 Math: 1190-071 Xingxing Yu Cycles in Weighted Graphs AMS Subject Classification: Primary 05C38, 05C40, 05C75 Math: 0194-002 Xingxing Yu Disjoint Paths, Planarizing Cycles, and Spanning Walks AMS Subject Classification: Primary 05C38, 05C10, 57M15, 05C40, 05C45 Math: 0194-006 Xingxing Yu Non-Separating Cycles and Discrete Jordan Curves AMS Subject Classification: Primary 05C38, 05C40, 50C10 Math: 1190-072 Xingxing Yu Subdivisions in Planar Graphs AMS Subject Classification: Primary 05C38, 05C40, 05C75 Math: 0194-004 T. von Petersdorff and E. P. Stephan On the Convergence of the Multigrid Method for a Hypersingular Integral of the First Kind AMS Subject Classification: Primary 65F10; Secondary 65N30, 45L10 Math: 1189-020 | |
|
