Master’s Thesis Defense: David Nevius

EMS Building, Room W434 W434; 3200 N Cramer St., Milwaukee, WI, United States

The Influence of Vertical Advection Discretization in WRF-ARW Model on Capping Inversion Representation in Warm-Season, Thunderstorm Supporting Environments David Nevius University of Wisconsin-Milwaukee MS Graduate Student "This study evaluates forecasts of capping inversions and thermodynamic variables for believed areas of... Read More

Master’s Thesis Defense: Julia Valder

EMS Building, Room E424A E424A; 3200 N Cramer St., Milwaukee, WI, United States

Fitting a Complex Markov Model for Firm and Market Productivity Julia Valder University of Wisconsin-Milwaukee MS Graduate Student “There is a model in economics that models firm and market productivity as Markov Chains. But estimating the transition matrix for a... Read More

Master’s Thesis Defense: Sebastian Oberhoff

EMS Building, Room E423 E423; 3200 N Cramer St, Milwaukee, WI, United States

Exact Sampling and Prefix Distributions Sebastian Oberhoff University of Wisconsin-Milwaukee MS Graduate Student “In this talk we'll discuss means to draw exact samples without incurring any numerical error. In the context of continuous random variables this leads naturally to so... Read More

Master’s Thesis Defense: Sophia Vorderwuelbecke

EMS Building, Room E416 3200 N Cramer St, Milwaukee, WI, United States

Numerical Solutions of Fractional Nonlinear Advection-Reaction-Diffusion Equations Sophia Vorderwuelbecke University of Wisconsin-Milwaukee MS Graduate Student “In this thesis non-linear differential equations containing advection, reaction and diffusion terms are solved numerically, where the diffusion term is modelled by a fractional derivative.... Read More

Dissertation Defense: Lijuan Bi

EMS Building, Room E424A E424A; 3200 N Cramer St., Milwaukee, WI, United States

Harmonic Functions in Flat-Ring Coordinates Lijuan Bi University of Wisconsin-Milwaukee PhD Graduate Student “We will derive expansions for afundamental solution of the Laplace's equation in flat-ring coordinates in three-dimensional Euclidean space. These expansions are in terms of harmonic  functions in... Read More

Master’s Thesis Defense: Oliver Meister

EMS Building, Room E424A E424A; 3200 N Cramer St., Milwaukee, WI, United States

Calibration of a Stochastic Price Model for American Electricity Markets Oliver Meister University of Wisconsin-Milwaukee MS Graduate Student “This thesis discusses models for electricity spot prices from the Midwestern American and Manitoba market. The models are based on experiences in... Read More

Master’s Thesis Defense: Christian Grimm

EMS Building, Room W434 W434; 3200 N Cramer St., Milwaukee, WI, United States

Isolating Secular Signals in Observations and Climate Models Using M-SSA Based Wiener Filtering Christian Grimm University of Wisconsin-Milwaukee MS Graduate Student "In this thesis, Wiener filtering of gridded surface-temperature time series from observations and climate model simulations is performed by... Read More

Dissertation Defense: Brian Pietsch

EMS Building, Room E495 E495; 3200 N Cramer St., Milwaukee, WI, United States

Z-Structures and Semidirect Products with an Infinite Cyclic Group Brian Pietsch University of Wisconsin-Milwaukee PhD Graduate Student “Z-structures were originally formulated by Bestvina in order to axiomatize the properties that an ideal group boundary should have. In this dissertation, we... Read More

Dissertation Defense: Chudamani Poudyal

EMS Building, Room E424A E424A; 3200 N Cramer St., Milwaukee, WI, United States

Robust Estimation of Parametric Models for Insurance Loss Data Chudamani Poudyal University of Wisconsin-Milwaukee PhD Graduate Student “Parametric statistical models for insurance claims severity are continuous, right-skewed, and frequently heavy-tailed. The data sets that such models are usually fitted to... Read More

Master’s Thesis Defense: Cory Rothstein

EMS Building, Room W434 W434; 3200 N Cramer St., Milwaukee, WI, United States

Developing a Probabilistic Heavy-Rainfall Guidance Forecast Model For Great Lakes Cities Cory Rothstein University of Wisconsin-Milwaukee MS Graduate Student “A method for predicting the probability of exceeding specific warm-season (April-October) 0-24 hour precipitation thresholds is developed based upon daily maximums... Read More