JORDAN ELISEO

**** ******** ***** **********, ** 27408

336-***-**** acdibs@r.postjobfree.com

EDUCATION

University of North Carolina, Greensboro July 2014

B.S. in Pure Mathematics and Computer Science

GPA: 3.35

Member of Pi Mu Epsilon

EXPERIENCE

Internship, N.C. State University January 2014 - Present

Topological Data Analysis Raleigh, NC

Developing a web-crawler in Java to capture pertinent information from MathSciNet, with their per-

mission, and analyzing the resulting large datasets.

Designing a database for the project using SQL, and integrating the database with MatLab and Java,

to provide an all-in-one software solution for their future projects.

Research Internship, University of North Carolina, Greensboro Dec 2013 - Present

Computational Algebraic Topology Greensboro, NC

Utilized cutting-edge techniques from Computational Topology to analyze the geometry of big data

sets.

Analyzed the “shape” of the point-cloud, and designed a software system that can not only recognize

anomalies in a large dataset, but that can automatically and accurately decide the relative shape of

the point-cloud (i.e. elliptic, circular, ellipsoidal, etc.)

Ported libraries from Java to Matlab, to allow the program to run both Matlab and Java code simul-

taneously.

Modified the existing open-source JPlex library (for Java), provided by Stanford, to allow Matlab

functions to use the library independently of the command window.

Research Assistant, University of North Carolina, Greensboro August 2012 - Present

Computational Differential Equations and Mathematical Biology Greensboro, NC

Awarded an OUR grant through the NSF for my work in Differential Equations under the supervision

of Dr. Maya Chhetri.

Used mathematical and computational methods in the field of mathematical biology and epidemiology

to study predator-prey food-chains, including the interactions between species, and various environ-

mental factors.

Utilized various algorithmic techniques from the field of Numerical Analysis to approximate solutions

to systems of nonlinear differential equations, and study the behavior of steady-state solutions.

Our results will be submitted for publication to the peer-reviewed journal Proceedings of the Regional

UNCG Mathematics and Statistics Conference, published by Springer.

Teacher’s Assistant, University of North Carolina, Greensboro Aug 2012 - Present

Department of Mathematics and Statistics Greensboro, NC

Designed and graded HW assignments, tests, and quizzes for the following courses: Calculus I, Calculus

II, Calculus III, and Number Theory.

Proctored exams in the absence of the instructor.

Research Assistant, University of Tennesee at Chattanooga May 2013 - August 2013

Analytic Number Theory Chattanooga, TN

Worked under the supervision of Dr. Andrew Ledoan, where we studied the distribution of zeroes of

a Dirichlet polynomial connected with the Riemann Zeta-Function. We utilized theoretical results as

well as techniques from Algorithmic Number Theory to aid in our investigations.

Our results were submitted for publication to the peer-reviewed journal IAS: Mathematical Sciences.

Parent to Parent Jan 2012 - July 2012

Project Manager Boone, NC

Managed the design and implementation of a comprehensive software package, in Java, that successfully

eliminated the need for paper-based record filing.

Used Java to automate all client forms and data with a fully functional user interface, and built a

sophisticated matching algorithm to automate their family matching system.

Delegated the workload for the various components of the software package.

Designed the database for the project using mySQL, as well as interactive web pages for the organization

using JavaScript, PHP, and HTML.

TECHNICAL STRENGTHS

Computer Languages Java, C++, C, Visual Basic, Matlab

Scripting Languages Javascript, PHP, CSS

Databases MySQL, Microsoft SQL

Operating Systems Windows, OS X, Linux

Development Environments Netbeans 7, Eclipse, Visual Studio

CS COURSEWORK

Principles of Operating Systems

Programming Languages

Theory of Computation

Computer Architecture

Computational Topology and Data Analysis

Software Engineering

Advanced Data Structures

Foundations of Computer Science II

Computer Organization and Assembly Language

Foundations of Computer Science I

Elementary Data Structures

MATH COURSEWORK

Advanced Abstract Algebra I and II

General Topology I

Linear Algebra and Matrix Theory I

Mathematical Analysis I and II

Functional Analysis

Set Theory and Transfinite Arithmetic

Introduction to Abstract Algebra

Ordinary Differential Equations

Probability and Statistical Inference

Linear Algebra

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