Miami Dade College (all) - Mathematics
Spanish
Master of Science - MS
Mathematics
UM Probability group
UM Climbing Club
University of Miami
3.475/4.0
Bachelor of Science - BS
Mathematics
McNair Scholar
Florida International University
Cum Laude
Bachelor of Science - BS
Mathematics
University of Havana
Young Mathematicians Conference: 2011 | Conference Schedule
The Young Mathematicians Conference (YMC) is a premier annual conference for undergraduate research in mathematics. Accepted students (typically around 65) are invited with support to the conference during a weekend at the Department of Mathematics of the Ohio State University.\n \nSpeakers in the past included recipients of the Fields Medal
the MacArthur and Sloan Fellowships
Pólya and Nevanlinna Prizes
among others.
The Department of Mathematics of The Ohio State University presents the 2010 Young Mathematicians Conference.
Young Mathematicians Conference: 2011
Probability Seminar - Spring 2016
Probability Seminar - Spring 2016
Ultimate Software - TechSTARS Hands-On Software Engineering Internship Program
Starting in 2006 with two summer interns
Ultimate’s TechSTARS program has grown to a year-round program welcoming 150 people annually.
Ultimate Software - TechSTARS Hands-On Software Engineering Internship Program
Feeding South Florida
volunteer
Mid-Ohio Foodbank
Teaching
Object-Oriented Programming (OOP)
Software Development
Higher Education
University Teaching
Mathematics
Language Integrated Query (LINQ)
Design Patterns
Git
Applied Mathematics
Statistics
LaTeX
SOLID Principles
Agile
C#
Mathematics Education
Microsoft SQL Server
Object Oriented Design
Research
Mathematical Programming
“On the Tutte-Krushkal-Renardy polynomial for cell complexes”
Recently V. Krushkal and D. Renardy generalized the Tutte polynomial from graphs to cell complexes. We show that evaluating this polynomial at the origin gives the number of cellular spanning trees in the sense of A. Duval
C. Klivans
and J. Martin. Moreover
after a slight modification
the Tutte–Krushkal–Renardy polynomial evaluated at the origin gives a weighted count of cellular spanning trees
and therefore its free term can be calculated by the cellular matrix-tree theorem of Duval et al. In the case of cell decompositions of a sphere
this modified polynomial satisfies the same duality identity as the original polynomial. We find that evaluating the Tutte–Krushkal–Renardy along a certain line gives the Bott polynomial. Finally we prove skein relations for the Tutte–Krushkal–Renardy polynomial.
“On the Tutte-Krushkal-Renardy polynomial for cell complexes”
“Fluid Limit for a Genetic Mutation Model”
FLUID LIMIT AND STOCHASTIC STABILITY FOR A GENETIC MUTATION MODEL
FLUID LIMIT AND STOCHASTIC STABILITY FOR A GENETIC MUTATION MODEL
Carlos
Bajo Caraballo
Ultimate Software
University of Miami
Miami Dade College
Florida International University
Ultimate Software
Miami/Fort Lauderdale Area
Lectured Calculus III and Mathematics for Liberal Arts
Adjunct Professor
Miami Dade College
Weston
florida
Assisted with integration and compliance of legacy code for the new Ultimate Tax Engine product. Implemented design patterns to add extensibility
testability and scalability to existing solutions. Worked effectively with business analysts to ensure software solutions meet client expectations.
TechStar
Ultimate Software
Miami/Fort Lauderdale Area
Lectured students in Calculus I
II
Probability and Statistics; Developed leadership and organizational skills to conduct classes of 30 to 40 students
PhD. Student
University of Miami
Configure and maintain services to provide foundational functionality and integration across teams
such as Authentication and Service Discovery. Create
configure and support CI/CD pipelines for team’s services. Develop Restful APIs for reporting. Maintain documentation for team’s services.
Ultimate Software
Learning Assistant
Worked as a Learning Assistant at the Department of Mathematics. Lectured undergraduate students in Calculus I
II
and III
Differential Equations and Linear Algebra.
Florida International University