#### Submissions from 2017

J-Holomorphic Curves in Rough Almost Complex Structures, Adam Coffman

Perturbations of Maps with Isolated Zeros, Adam Coffman and Jiri Lebl

#### Submissions from 2016

Converting *L*^{Ρ} Estimates Into *L*^{∞} for Nonlinear Diffusion Models with Memory at the Boundary, Jeff Anderson

Mathematical Practice and Human Cognition, Bernd Buldt

Mathematical Practice and Human Cognition, Bernd Buldt

On fixed points, diagonalization, and self-reference, Bernd Buldt

Isolated CR singularities of real threefolds in C3, Adam Coffman

Perturbing Isolated Points of Algebraic Space Curves, Adam Coffman and Jiří Lebl

Hierarchical Archimedian Copula Models for the Analysis of Binary Familial Data, Yihao Deng

Global solutions for Cauchy-Riemann equation, Yifei Pan

Global solutions for Cauchy-Riemann equation, Yifei Pan

Global solutions for Cauchy-Riemann equation II, Yifei Pan

Global Solutions of Cauchy Riemann Equation in the Plane, Yifei Pan

Kobayashi metric on A Riemannian manifold, Yifei Pan

Genetic risk prediction and subtyping for generalized vitiligo, S. A. Santorico and Daniel Yorgov

A Comparison of Genetic Risk Prediction and Subtyping for Generalized Vitiligo, Stephanie Santorico, Subrata Paul, Daniel Yorgov, Ying Jin, Tracey Ferrara, and Richard Spritz

Effects of Imputation on Combined Admixture and Association Mapping, Daniel Yorgov and S A. Santorico

#### Submissions from 2015

Global Estimates of Solutions of the Porous Medium Equation with Boundary Flux Governed by Memory, Jeff Anderson

Minimizing Energy – Theoretical Aspects, Peter Boyvalenkov, Peter D. Dragnev, Douglas P. Hardin, Edward B. Saff, and Maya Stoyanova

Fixed Points, Diagonalization, Self-Reference, Paradox, Bernd Buldt

Gödel’s First Incompleteness Theorem, Bernd Buldt

Gödel’s Second Incompleteness Theorem, Bernd Buldt

How (not) to prove consistency, Bernd Buldt

Mathematical Practice and Human Cognition, Bernd Buldt

Was Hilbert a Kantian?, Bernd Buldt

Week-long Tutorial: Gödel's Incompleteness Theorems, Bernd Buldt

Continuous Solutions of Nonlinear Cauchy-Riemann Equations and Pseudoholomorphic Curves in Normal Coordinates, Adam Coffman, Yifei Pan, and Yuan Zhang

Pi vs Tau Debate, Adam Coffman and Andrew Rich

An Example for Green's Theorem with Discontinuous Partial Derivatives, Adam Coffman and Yuan Zhang

Copula Models in the Analysis of Familial Binary Data, Yihao Deng

Delsarte-Yudin LP method and universal lower bounds on energy, Peter D. Dragnev

Delsarte-Yudin LP Method and Universal Lower Bounds on Energy, Peter D. Dragnev

On the Checkmark Function Polynomial Approximation, Peter D. Dragnev, David Benko, and Altun Shukurlu

Energy bounds for spherical codes, test functions and LP optimality, Peter D. Dragnev, Peter Boyvalenkov, Douglas P. Hardin, Edward B. Saff, and Maya Stoyanova

External field energy problems on the sphere and minimal energy points separation, Peter D. Dragnev, Peter Boyvalenkov, Douglas P. Hardin, Edward Saff, and Maya Stoyanova

Levenshtein-type bounds for codes with inner products in prescribed interval, Peter D. Dragnev, Peter Boyvalenkov, Douglas P. Hardin, Edward Saff, and Maya Stoyanova

Better Together: Lessons Learned from Paired Field Placements, Sue T. Mau and Smanatha McGlennen

Flat Solutions for the Cauchy-Riemann Equation, Yifei Pan

Uniform Comparison Principle, Yifei Pan

Uniform Comparison Principle, Yifei Pan

Uniform Comparison Principle, Yifei Pan

Unique continuation of Cauchy Riemann III, Yifei Pan

#### Submissions from 2014

Universal Bounds on Energy of Codes and Designs in H(n,q), Peter Boyvalenkov, Peter D. Dragnev, Douglas P. Hardin, Edward B. Saff, and Maya Stoyanova

Universal lower bounds for potential energy of spherical codes, Peter Boyvalenkov, Peter D. Dragnev, Douglas P. Hardin, Edward B. Saff, and Maya Stoyanova

Upper and Lower Bounds for Potential Energy of Spherical Designs, Peter Boyvalenkov, Peter D. Dragnev, Douglas P. Hardin, Edward B. Saff, and Maya Stoyanova

External Field Problems on the Hypersphere and Optimal Point Separation, Johann S. Brauchart, Peter D. Dragnev, and Edward B. Saff

Second Thoughts on Gödel's Second Theorem, Bernd Buldt

Real Linear Maps Preserving Some Complex Subspaces, Adam Coffman

Balayage Ping Pong: Convexity of Equilibrium Measures, Benko David, Peter D. Dragnev, and Totik Vilmos

On the separation of optimal spherical configurations, Peter D. Dragnev

On the separation of optimal spherical configurations, Peter D. Dragnev

On the separation of optimal spherical configurations, Peter D. Dragnev

On the separation of optimal spherical configurations, Peter D. Dragnev

Universal Lower Bounds for Potential Energy of Spherical Codes, Peter D. Dragnev

Universal lower bounds for potential energy of spherical codes, Peter D. Dragnev

On some almost complex structure and J-holomorphic curves, Yifei Pan

Computational Algorithms for Bounding Potential Energy of Spherical Codes and Designs, Maya Stoyanova, Peter Boyvalenkov, Peter D. Dragnev, Douglas P. Hardin, and Edward B. Saff

CR transversality of holomorphic maps into hyperquadrics, Yuan Zhang

#### Submissions from 2013

Global Solvability for Degenerate Diffusion Models with Memory Boundary Conditions Arising in the Study of Tumor Induced Angiogenesis, Jeff Anderson

Five-Twelve-Thirteen, Lowell Beineke

Generalizations of Line Graphs, Lowell Beineke

Line Graphs and Beyond, Lowell Beineke

Take Two, Lowell Beineke

Optimal s-energy configurations under external field, Johann S. Brauchart, Peter D. Dragnev, and Edward B. Saff

Optimal s-energy configurations under external field, Johann S. Brauchart, Peter D. Dragnev, and Edward B. Saff

Optimal s-Energy Configurations under External Field, Johann S. Brauchart, Peter D. Dragnev, and Edward B. Saff

Rational Functions on Real or Complex Weighted Projective Spaces, Adam Coffman

Weighted Projective Spaces and a Generalization of Eves' Theorem, Adam Coffman

The Transit of Venus and Why It Was One of the Most Important Events in Science History, Dan I. Coroian

Characterizing stationary logarithmic points, Peter D. Dragnev

Characterizing Stationary Logarithmic Points, Peter D. Dragnev

Characterizing stationary logarithmic points, Peter D. Dragnev

Electrons, buckyballs, and orifices: Nature’s way of minimizing energy, Peter D. Dragnev

Asymptotics of Carleman Polynomials for Level Curves of the Inverse of a Shifted Zhukovsky Transformation, Peter D. Dragnev, Erwin Mina-Diaz, and Michael C. Northington V

Three's Company: Pairing Student Teachers with One Cooperating Teacher, Sue T. Mau and Cathy Paff

Almost complex structure and its applications, Yifei Pan

On Unique contination of Cuachy-Rieman operator with L^2 potentials, Yifei Pan

On the Existence of Solutions to Nonlinear Systems of Higher Order Poisson Type, Yuan Zhang and Yifei Pan

On the Existence of Solutions to Nonlinear Systems of Higher Order Poisson Type, Yuan Zhang and Yifei Pan

Residue Type Phenomenon for the Fundamental Solution of Laplacian and its Applications, Yuan Zhang and Yifei Pan

#### Submissions from 2012

Carnap @ the IPA, Bernd Buldt

Commentary on “Bivalence, Theories of Truth, Aristotle, and Lukasiewicz”, Bernd Buldt

Fries, Lotze, and von Kries, Bernd Buldt

Estimating the Ratio of Multivariate Means, Chand K. Chauhan Dr and Yvonne Zubovic

Generalizing Eves' Theorem, Adam Coffman

A Note on the Factorization of a Matrix Inverse, Yihao Deng

Characterizing stationary Logarithmic points, Peter D. Dragnev

Discrete Minimal Energy Problems, Peter D. Dragnev

Log-optimal points on the sphere, Peter D. Dragnev

On a characterization theorem for stationary Logarithmic configurations, Peter D. Dragnev

Signed Equilibrium and Balayage - Applications to Minimal Energy Problems for Logarithmic and Riesz Potentials, Peter D. Dragnev

Utilization of Balayage Techniques to Minimal Energy Problems for Logarithmic and Riesz Potentials, Peter D. Dragnev, David Benko, Totik Vilmos, Johann S. Brauchart, and Edward B. Saff

Riesz External Field Problems on the Hypersphere and Optimal Point Separation, Peter D. Dragnev, Johann S. Brauchart, and Edward B. Saff

Riesz external field problems on the hypersphere and optimal point separation, Peter D. Dragnev, Johann S. Brauchart, and Edward B. Saff

Down the Rabbit Hole: Explorations in Barn Quilts Using Emergent Curriculum and Problem-Based Learning, Sue T. Mau and Terri J. Swim

Down the Rabbit Hole: Explorations in Barn Quilts Using Emergent Curriculum and Problem-Based Learning, Sue T. Mau and Terri J. Swim

Existence of nonlinear PDE system, Yifei Pan

Hopf Lemma for higher order differential operator, Yifei Pan

Introduction to almost complex analysis, Yifei Pan