Tony Seto

**** **** *** 415-***-****

San Francisco, CA 94122 acze2j@r.postjobfree.com

Education

University of California, Davis 2011-2015

Computer Science

Bachelor of Science

Relevant Courses:

Computer Security, Logic Programming, Computer networks, Data Structures, Computer Systems (C++ and Unix), Advanced Algorithms, Computer Architecture

Technical Skills

• Experience with both Microsoft Windows

and OSX Operating Systems

• Programming Languages: C/C++, Java, Prolog,

Lisp, MySQL, x86 Assembly

• Familiar with computer hardware and software

design (design of combinational and sequential

digital circuits using gates, flip flops, and MSI

circuits)

• Knowledge and experience with computer

networks, computer security and

defensive/robust programming, and operating

system implementation

• Familiar with database development and

management

• Proficient in Microsoft Excel, Outlook,

PowerPoint and Word

• Proficiency in troubleshooting both hardware

and software

• Self motivated, excellent at time management,

capable working with a team or individually

• Quickly able to learn and master new

technology, able to adapt quickly to any

situation

Experience

San Francisco Public Library-Sunset Branch June. 2014 – Oct. 2014

• Managed a database consisting of all the materials in the library that included thousands of items

• Responsible for teaching basic uses of computers to adults and elderly

• Assisted patrons with any questions or help they needed

• Built customer support and communication skills

Volunteer for Red Cross Aug. 2008-June 2010

• CPR certified

• Managed various fundraising campaigns

• Organized events and festival in San Francisco Chinatown

• Learned management, leadership, and communication skills Projects

• Developed a program to simulate my university schedule builder used by every student. The program takes in a CSV file of courses and adds and deletes courses by course ID

• Developed a program to simulate a simple queuing system with a finite buffer to study the packet loss probability as a function of the buffer size and the traffic intensity

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