Who is
eligible to apply for MOEBIUS scholarship?
Minimum requirements for
scholarship applicants:
o
Be a U.S.
citizen, national, or permanent resident alien
o
Be a CSULA
undergraduate, graduate and/ or credential student at the time of the
award; undergraduate applicants must be juniors or seniors at the time
of the award
o
Be majoring or
have a degree in mathematics or pursue a credential in mathematics.
o
Have a GPA of
3.0 or better in the last 90 quarter units of coursework
Are there
any special obligations?
If you receive a MOEBIUS
scholarship, you must:
o
Sign an
agreement promising that you will teach for two years in a high-need
district for each year of scholarship support or repay the funds
o
Attend MOEBIUS
Program meetings and workshops as mandated
o
Meet quarterly
with an advisor and make satisfactory progress toward your degree and/or
your single subject credential
o
Earn a minimum
3.0 GPA each quarter to retain the scholarship
o
Participate in
at least 25 hours of mathematics education research and/or outreach
activities each quarter
o
Earn your
California single subject credential in mathematics at CSULA and fulfil
your commitment to teach in a high-need district
Are there
any special benefits?
In addition to financial
support, MOEBIUS Scholars will enjoy a wide range of opportunities for
professional growth, including:
o
Tutoring and
directed teaching in partner schools
o
Advisement
from CSULA mathematics and education faculty and professional mentoring
from experienced mathematics educators in partner schools
o
Travel support
to attend professional meetings / opportunities to network with peers
and professionals in mathematics education
What is a
high-need school district?
The National Science
Foundation defines "high-need" school districts on the basis of the
following criteria:
o
Student
participation in free or reduced priced lunch programs Level of teacher
preparation / teacher attrition rates
o
Examples of
high-need districts include Los Angeles, Baldwin Park, Bellflower,
Duarte, El Monte, Garvey, Glendale, Long Beach, , Monrovia, Montebello,
Pasadena, and West Covina.