D1.
Primary
Faculty co-Advisors
Dr. Eugene Kennedy, ELRC (Educational Research Methology)
Dr. Charles J. Monlezun, Experimental
Statistics (Mathematical Statistics)
Off-campus
Participant: Gene Fields (Louisiana Board of Regents)
Technical Proposal:
Survival analysis, also
known as time to event data analysis or time-till-failure analysis, is the name
given to a class of statistical models where time is the unknown random
variable of interest. There are three things
needed for survival analysis. First the
event of interest most have a well-defined beginning, second the scale or
method for measuring time must be known and finally the event must have a
well-defined ending.
There are times in survival
analysis when the event time is not know, these times
are known as censoring. Some common
reasons for censoring are the constant need to look at life test data before
all units have failed, and when actual response values cannot be observed for
some or all units.
Examples of survival analysis
are: In economics the time until an unemployed person becomes employed again or
the duration of a strike. In sociology
the time until a marriage ends in divorce.
In engineering time until a light bulb fails. In medicine the time until a person dies from
a sickness.
The question of why to use
survival analysis is an easy one to answer.
Survival analysis is used because censoring and time-dependent
covariates are two aspects of survival data that conventional statistical
methods have trouble dealing with. The
following example illustrates these two concepts: A sample of 432 inmates from the
For the purposes of this
project survival analysis will be used to determine the retention rate of
university students at four-year public colleges in
Number of IGERT apprentices to be
recruited and probable home departments:
Consistency with the Macromolecular
Education, Research & Training theme:
The project will allow for hands on applications
of survival analysis. The project will
allow for use of different statistical software and their different
applications. .
How does the project form a vector
cross-product of existing research themes by the participants?
How do students benefit from the
team-oriented research, beyond what would be available to them from either
advisor separately?
The
team-oriented research will bridge the gap between statistical theory and the
application of statistics in the real world.
The students will benefit be learning what statistical analysis works in
a real world situation and how to deal with the limitation of statistical
theory.
Briefly describe the support level
available to each individual faculty or off-campus participant (i.e., without
IGERT)
Interdisciplinary strengths of the team
project: With
team members in the fields of statistics, education research, and the governing
board of public
Commitment of faculty & off-campus
participants to work side-by-side with apprentices:
References: