- Math 564, Midterm, Spring 2011 March 4, 2011
- A class of stable perturbations for a minimal mass soliton in three dimensional saturated nonlinear Schrodinger equations
- MATH 383 -FALL 2010 Course Info
- APMA 4001, Midterm, Spring 2010 March 11, 2010
- WAVE PACKET PARAMETRICES FOR EVOLUTIONS GOVERNED BY PDO'S WITH ROUGH SYMBOLS
- DISPERSIVE ESTIMATES USING SCATTERING THEORY FOR MATRIX HAMILTONIAN EQUATIONS
- SPECTRAL ANALYSIS FOR MATRIX HAMILTONIAN OPERATORS JEREMY L. MARZUOLA AND GIDEON SIMPSON
- ON INSTABILITY OF SOME APPROXIMATE PERIODIC SOLUTIONS FOR THE FULL NONLINEAR
- CONSTRUCTION OF NONLINEAR QUASIMODES NEAR ELLIPTIC PERIODIC PIERRE ALBIN, HANS CHRISTIANSON, JEREMY L. MARZUOLA, AND LAURENT THOMANN
- Linear Algebra Introduction
- Course Info: APMA E4001 -Principles of Applied Mathematics
- Course Info: APAM E6302 -Numerical Analysis of PDE
- EXISTENCE AND STABILITY OF SOLITONS FOR THE NONLINEAR SCHRODINGER EQUATION ON HYPERBOLIC SPACE
- WAVE OPERATOR BOUNDS FOR 1-DIMENSIONAL SCHRODINGER OPERATORS WITH SINGULAR POTENTIALS AND APPLICATIONS
- STRICHARTZ ESTIMATES FOR THE WAVE EQUATION ON MATTHEW D. BLAIR, G. AUSTIN FORD, AND JEREMY L. MARZUOLA
- SMALL DATA SCATTERING AND SOLITON STABILITY IN H-1 THE QUARTIC KDV EQUATION
- QUASILINEAR SCHRODINGER EQUATIONS I: SMALL DATA AND QUADRATIC INTERACTIONS
- COUNTING NUMERICAL SETS WITH NO SMALL ATOMS
- STRICHARTZ ESTIMATES ON SCHWARZSCHILD BLACK HOLE BACKGROUNDS
- Course Info: Math 564 -Mathematical Modeling
- A CLASS OF STABLE PERTURBATIONS FOR A MINIMAL MASS SOLITON IN THREE DIMENSIONAL SATURATED NONLINEAR
- NONCONCENTRATION IN PARTIALLY RECTANGULAR BILLIARDS LUC HILLAIRET AND JEREMY L. MARZUOLA
- LONG TIME DYNAMICS NEAR THE SYMMETRY BREAKING BIFURCATION FOR NONLINEAR SCHRODINGER/GROSS-PITAEVSKII EQUATIONS
- STRICHARTZ ESTIMATES FOR THE SCHRODINGER EQUATION ON POLYGONAL DOMAINS
- MATH 383 -FALL 2011 Course Info
- MATH 751 -FALL 2011 Course Info
- ILL-POSEDNESS OF THE GRAVITY-CAPILLARY EQUATIONS ROBIN MING CHEN, JEREMY L. MARZUOLA, DANIEL SPIRN, AND J. DOUG WRIGHT
- NONLINEAR BOUND STATES ON WEAKLY HOMOGENEOUS HANS CHRISTIANSON, JEREMY MARZUOLA, JASON METCALFE,
- MATH 89 -SPRING 2012 (1) January 10, 2012: Gamow -Chapters 1 and 2, Read and bring in an article on
- MATH 89 -SPRING 2012 Course Info
