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In recent years, there has been growing dissatisfaction with traditional approaches to teacher education. Educators have indicated that teacher education programs are not adequately preparing teachers for future conditions and needs of students. In the early 1970s, the goal of inservice teacher education was to bring outside expertise to teachers to increase their knowledge. In the 1980s, an overly technical and simplistic view of teaching was dominant. The current focus of professional development has widened to include not only teachers but also the organizations to which the teachers belong (Loucks-Horsley, 1995). Since, the traditional ways in which professional development has been provided are now considered inadequate, this Digest will focus on recent strategies for enhancing professional learning as well as developing effective professional development models. Characteristics
of Effective Professional Development
Professional
development is a critical ingredient of mathematics
education reform. Effective
professional development experiences are designed to
help teachers build new understandings of teaching and
learning through direct experiences with strategies that
help students learn in new ways.
Many educators and organizations have endeavored
to clarify the characteristics of effective professional
development in mathematics education (Clarke, 1994;
Loucks-Horsley, Stile, & Hewson, 1996;
Loucks-Horsley, Hewson, Love, & Stile, 1998;
National Staff Development Council, 1994, 1995a, 1995b;
NCTM, 1989). Loucks-Horsley,
Hewson, Love, & Stile (1998, p.36) listed the
following principles that shape effective professional
development experiences.
Such experiences: Critical
Issues Enhancing Professional Development
A
decade ago, Jones et al. (1992) discussed major concerns
regarding the need for professional development
programs, programs that: ·
Actively
promote “individually guided” teacher activities; ·
Generate
the conditions for significant follow-through and
feedback on new teaching practices; ·
Provide
opportunities for teacher input and involvement in
establishing and developing the professional development
program; ·
Support an
inquiry approach for addressing teachers’ pedagogical
problems; and generate a knowledge base for effective
teacher decision-making. Although
these concerns are still critical to success, several
new issues should be considered when designing
professional development programs.
These include: ensuring equity, building
professional culture, developing leadership, building
capacity for professional learning, scaling up,
generating public support, supporting the effective use
of standards and frameworks through professional
development, finding time for professional development,
and evaluating professional development.
It
is important for educators to understand that
professional development cannot be prespecified in a
standard format; the environment in which a program is
implemented is critical.
Designers need to consider contextual factors as
they plan programs. Factors such as students, teachers, the physical environment,
policies, resources, organizational culture,
organizational structures, and the local history of
professional development, along with parents and the
community, must be considered when developing new
programs. Strategies for
Professional Learning
Professional
development does not occur as an isolated strategy. Every program uses a variety of strategies in various
combinations. According
to the National Staff Development Council (Sparks &
Loucks-Horsey, 1990), five different models of effective
staff development for teachers were identified:
training, individually-guided staff development,
observation/assessment, involvement in
development/improvement process, and inquiry.
These can be used singularly or in combination. Loucks-Horsley
et al. (1998) discussed specific professional
development strategies (learning experiences) with
different purposes indicated by Brown & Smith
(1997). These
strategies correspond to the professional development
models adopted by several different institutions or
organizations. For
the primary purpose of building teacher knowledge,
recommended strategies are: engaging in the kinds of
learning that teachers are expected to practice with
their students; participating in workshops, institutes,
courses, and seminars; interacting in person or through
electronic means with other teachers to discuss topics
of common interest; and using various kinds of
technology to learn content and pedagogy. Creating
new instructional materials and strategies to meet the
learning needs of students is suggested for the purpose
of translating theory into practice.
For the best effect when using this strategy,
voluntary participation, clear expectation, an
established procedure, content knowledge, and district
or school administrative support are critical. Strategies
related to practice teaching include curriculum
implementations (learning, using, and refining use of a
particular set of instructional materials in the
classroom), curriculum replacement units (implementing a
unit of instruction that addresses one topic and
incorporates effective teaching and learning strategies
to accomplish learning goals), coaching and mentoring
(working with experienced teacher to improve teaching
and learning through a variety of activities, including
classroom observation and feedback, troubleshooting, and
coplanning), and nurturing professional developers
(building the skills and knowledge needed to create
learning experiences for other educators). Suggestions
For
the 21st century, professional development of
mathematics teachers must address several challenges,
such as the need to educate an increasingly diverse
student population, the change required by new goals for
schooling, and the necessity for teachers and other
educators to function well and create new organizations
as needed. The paradigm shift in professional
development suggests a change in emphasis from
transmission of knowledge to experimental learning; from
reliance on existing research findings to examining
one’s own teaching practice; from individual -focused
to collaborative learning; and from mimicking best
practice to problem-focused learning (Loucks-Horsley,
1995; Sparks, 1994). Following
are a few items that teacher educators and teachers
should keep in mind to enrich professional development
programs. ·
Professional
learning must be lifelong and relevant to student
learning. ·
Schools
must stop counting hours or programs that a teacher
participates in professional development, and start
measuring what happens as result of their participation. ·
Teachers
should stop receiving one-shot workshops and become
active decision makers in the process of designing and
choosing professional development opportunities. ·
Planning
professional development should start with the end
(outcomes) in mind and encourage teachers to be involved
in the planning process. ·
Professional
development initiatives in mathematics should have an
appropriate level of challenge and support, provide
activities demonstrating new ways to teach and learn,
build internal capacity, use a team approach, provide
time for reflection, evaluate the effectiveness and the
impact of the activities, and use humor and have fun. ·
Follow-up
to professional development should be provided -
such as opportunities for practice in the classroom. ·
The
professional development designer’s challenge is to
assemble a combination of learning activities that best
meet the specific goals and context. · Remember
that professional development alone cannot carry a
reform effort. Professional
development should be viewed as a critical component of
reform. It
must be linked to those same clear goals for students as
well as assessment, preservice teacher education, school
leadership, resources, and staffing. References
Brown,
C. A., & Smith, M. S. (1997). Supporting the
development of mathematical pedagogy. The
Mathematics Teachers, 90(2),
138-143. Clarke,
D. (1994). Ten key principles for research for the
professional development of mathematics teachers. In D.
B. Aichele & F. Coxford (Eds.), Professional
development for teachers of mathematics: 1994 yearbook
(pp. 37-48). Reston, VA: National Council of Teachers of
Mathematics. Jones,
G. A., Swafford, J. O., & Thornton, C. (1992). An
integrated model for the professional development of
middle school mathematics teachers. In J. A. Dossey, G.
Jones, A. E. Dossey, & M. Parmantie (Eds.), Preservice
and inservice teacher education: The papers of working
group 6 from ICME-7, Quebec city, Quebec, Canada, August
18-22, 1992
(pp. 107 –113). Normal, IL: Illinois State University. Loucks-Horsey,
S., Stiles, K., & Hewson, P. (1996). Principles of
effective professional development for mathematics and
science education: A
synthesis of standards.
Madison: University of Wisconsin at Madison, National
Institute for Science Education. Loucks-Horsley,
S. (1995). Professional development and the learner
centered school.
Theory Into Practice, 34(4),
265-271. Loucks-Horsley,
S., Hewson, P. W., Love, N., & Stiles, K. E.,
(1998). Designing
professional development for teachers of science and
mathematics.
Thousand Oaks, CA: Corwin Press. National
Council of Teachers of Mathematics. (1989). Curriculum and evaluation standards for
school mathematics.
Reston, VA: Author. National
Staff Development Council. (1994). Standards for staff development: Middle level.
Oxford, OH: Author. National
Staff Development Council. (1995a). Standards for staff development: Elementary
school.
Oxford, OH: Author. National
Staff Development Council. (1995b). Standards for staff development: High school.
Oxford, OH: Author. Sparks,
D. (1994). A paradigm shift in staff development. Education
Week, 42. Sparks, D., & Loucks-Horsey, S. (1990). Five models of staff development. Oxford, OH: National Staff Development Council. |
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