How to Get Started in Social Media for Art League City
Cory Boris CV
1. Cory Boris
Phone: +1 (845) 901-0289 Email: borisc1@hawkmail.newpaltz.edu
Address: 104 Franklin Street, Kingston, NY 12401
Objective
To utilize computer programming knowledge and experience to further my understanding of
open source intelligence networks and their pertinence to the deep/dark web.
Programming Experience
• Studied fundamentals of digital logic and basic circuit design
• Implemented Javascript and Python functionality for Embedded Linux robotics processing
• Project Experience in Mathematica, MATLAB, Python, embedded Linux, SQL, Javascript,
Java, and Ableton Live
Related Coursework
• Studied Linear Algebra, Probability and Statistics, Calculus 1-4, Ordinary Differential Equa-
tions, Intermediate Analysis of the Real Numbers, Abstract Algebra, and Axiomatic Geometry
Study Abroad Experience
Lived in the city of Nanjing, China for a year Sept 2014 - July 2015
• Studied Mandarin for a year taught in Chinese
• Taught English privately to Chinese students
• Traveled widely in the interior, enhancing my knowledge of its peoples and culture
Highlighted Work Experience
WangPC Inc., Brookline, Massachussetts May 2018 - July 2018
• Lead operations with clients for on-site computer and technical repairs
• Repaired and built computers, laptops, and printers
• Operated cash register and managed customers’ bills
Perfect Computer Solutions Inc., New Paltz, New York May 2017 - present
• Head Apple technician in both software and hardware repair
• Technician specializing in data recovery, data migration, and logic board repair
• Fixed network security breaches, general hardware failures, and electrical configurations
Special Interests
• Blockchain and cryptocurrency market trends using Fibonnacci retracement
• Currently investigating the compromised security of remote voicemail systems
• Experienced musician: Trombonist in various band configurations for the Silver Arrow Band
Education
State University of New York at New Paltz Graduation: May 2019
B.S. in Mathematics 3.1 GPA