GAUSS (Graduate and Undergraduate Students Seminar)
Upcoming Seminars for Spring Semester
Unless otherwise noted, the Spring Semester GAUSS talks will be on Fridays at 4:00PM in S2 307.
March 06, 2015; 1:00PM in PB 428: Monica Cuevas (Fresno State)
Title: Conic Sections
Abstract: After an overview of Apollonius' life and his work on conic sections, this talk will demonstrate and prove a few of Apollonius’ theorems, using GeoGebra. Finally we will discuss Kepler’s work related to conic sections.
March 06, 2015; 4:00PM in S2 307: Majerle Reeves and Manuel Lopez (Fresno State)
Title: Modeling an Influenza Virus
Abstract: Every year before the influenza season begins, the United States focuses its efforts on vaccinating both the young and the elderly. This study uses data from the CDC, WHO, and CDPH and an SEIR model with a travel component to track the spread of the seasonal flu virus in California. The purpose of this study is to prove or disprove that the current immunization scheme is the most effective. The model will be used to find an effective vaccination scheme. The knowledge obtained will allow for earlier production of flu vaccines, a reduction of waste by preventing the over-vaccination of particular age groups, and help prevent spread of the influenza virus.
March 06, 2015; 4:30PM in S2 307: Brennen Fagan and Aramayis Orkusyan (Fresno State)
Title: On the Inoculation of Networks, Big and Small
Abstract: As complex computer networks become more integral to our life, it is becoming more important to create effective and efficient defenses against cybercrime. An introductory foundation on the nature of computer networks and their representation as graphs will be outlined, and two methods will be presented for immunizing these computer networks. The first method will focus on small networks and use centrality measures to form an inoculation scheme. The second method will then transition to large-scale complex networks, and discuss inoculation schemes based on random processes that rely on the scale-free nature of large networks.
If you need a disability-related accommodation or wheelchair access information, please contact the Mathematics Department at 559.278.2992 or e-mail firstname.lastname@example.org. Requests should be made at least one week in advance of the event.