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Mathematics Education Leadership

Ph.D Program of Studies Sheet

Student Record Dated: 8.27.07

  Name: Pamela R. Hudson Bailey                                       Email: pbailey2@gmu.edu
  Major: Mathematics Education Leadership 
                           Portfolio Committee:
  Minor: Administration & Supervision
                                       Chair – Dr. Hjalmarson
                                                                                              Dr. Jennifer Suh & Dr. Scott Bauer

Spring/Summer/Fall

Year

Courses

 

 

General Culture (8 credits)

Fall

2007

EDUC 800   Ways of Knowing (3 cr.)

Fall

2008 

EDUC 802   Educational Leadership Seminar (3 cr.)

Fall/Spring

07/08

EDUC 805   Doctoral Seminar in Education (2 cr.)




 

 

Educational Research (12 credits)

Spring

2008

EDRS 810   Probs & Meths of Educ Research (3 cr.)

 Spring

2009 

EDRS 811   Quantitative Meths of Educ Research (3 cr.)

 Fall

2009 

EDRS 812   Qualitative Meths of Educ Research (3 cr.)

 Spring

2010 

EDRS 797   Mixed Methods of Educ Research (3 cr.)




 

 

Major Specialization – Math Ed Leadership (21 credits)

Fall/Spring

08/09

EDCI 855   Math Ed Research on Teach & Learn (3cr.)

 Fall/Spring

10/11

EDCI 856   Math Ed Curriculum Design & Eval (3 cr.)

Fall/Spring

09/10

EDCI 857   Prep & Profes Devel of Math Tchers (3 cr.)

Fall/Spring

11/12

EDCI 858   Math Ed Research Design & Eval (3 cr.)

 Fall/Spring

10/11 

EDCI 725   Natl & Internatl Leadr Issu Math Ed (3 cr.)

 Fall

2011

EDCI 726   State & Local Leadr Issu in Math Ed (3 cr.)

 Fall/Spring

09/10

EDCI 994   Advanced Internship in Education (3 cr.)




 

 

Minor Specialization (12 Credits)

Summer

2008

EDIT 772   “Portfolio”  (2 cr.)

Summer

2010

EDLE 801    Foundations of Educational Leadership:
                   History & Leadership  (3 cr.)
EDLE 802   Foundations of Educational Leadership:
                   Ethics, Philosophy and Law (3 cr.)                 

Fall

2007

EDLE 612   Education Law (3 cr.)

Fall

2008

EDLE 614   Managing Financial and Human Resources (3 cr.)

Spring

2008

EDLE 618   Suprv and Eval of Instruction (3 cr.)




 

 

Dissertation (12 Credits)

 Spring

2012 

EDUC 998   Dissertation Proposal Seminar (3 cr.)

Summer/Fall/Spring

12/13

EDUC 999   Dissertation Research (9 cr.)

Items in Bold are courses currently being taken.
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COURSEWORK
SELF-REFLECTION
General
Culture
Educational
Research
Major Minor

GENERAL CULTURE


EDUC 800  Ways of Knowing
How do I think?
How do you think?
Why do we focus on the concepts we do?
How do I process information?
Do women think differently than men? Why?
How do people compare today with those of the 18th century in their methods of analyzing ideas?
All were topics of discussion during the course.

     We are all different. We think differently, analyze various ideas differently and focus on different aspects of life. Being able to look at why people do and say various things helps us to understand them as individuals. When conducting research we need to consider all individuals, what they bring to the study and what they can take from it.
     Our book group, made up of four women, read
Women’s Ways of Knowing: The Development of Self, Voice, and Mind by M. F. Belenky, B. M. Clinchy, N. R. Goldberger, & J. M.Tarule. We went in circles agreeing, then disagreeing, on our interpretation of various aspects of the book and about the role and progression of women. One concept that the members of the group looked at differently was that as a woman progressed through the stages at any time she could fall back onto a previous level. The opposing view was that once the woman obtained a level then she would remain at that level unless progressing forward. We did agree that just because a woman was not or had not received a formal education that she did not necessarily belong at the lower basic level that involved abusive relationships and were, in general, very dissatisfied with their lives. I feel that individuals, not just women, can be at the various levels that Belenky et al. described and have varying levels of education, income, and backgrounds.
     The book led me to thinking and analyzing my life. How I was raised, my parents views on many topics, how their views effected me and how mine views effected our children by what I said and did are all thoughts that were brought to the forefront. In the 1980's I was very happy as a mother of two who decided to stay home and be a "domestic engineer". The book talked about events that urged us on to the next level. Mine was my husband's accident, a back injury so severe that the doctors did not think he would ever walk again. He is walking but it spurred me on to get my education. A different path but one I have embraced. When I received my undergraduate degree our children asked when I was going to be a doctor. Working toward my doctorate was something I talked about even then. Having grown in ways that I would have never dreamed of back when our children were small and now embarking on another part of my dreams is fulfilling. As I read the book I could place myself on the stages of growth but at the same time realize their can be happiness at all stages.
Fall 2007


EDUC 802  Educational Leadership Seminar
     What kind of leader am I? What kind of leader do I want to strive to be in the future? What makes an effective leader? All questions tackled in this course. During this semester I was going through several issues regarding leadership conflict and my role/position in our county. The conflict evolved around how to create and sustain change that leads to students achievement and at the same time deal with budget issues that may include reduction of employees. As I read Discovering the Leader in You: A Guide to Realizing Your Personal Leadership Potential by Lee & King (2001) the conflict became more disturbing as my awareness grew. Those in positions above me practice a form of leadership that is not conducive with mine. While I do not agree with most of their approaches I have come to realize the kind of leader I want to be and the kind of leader I do not want to be. A leader is not a leader without followers. How a leader treats his or her followers impacts the overall outcome and/or results. My view of leadership and self reflection was concluded in my final paper for the course, Personal Look at Defining Leadership and Future Growth. Novicevic, Harvey, Buckley, Brown-Radford and Evans (2006) "state that confidence in reacting to others in the role of a leader is better accomplished when one knows him or herself" (quoted in the final paper). This seminar has helped me to know more about myself and to reinforce my feelings that one can always grow and learn.
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Fall 2008




EDUC 805  Doctoral Seminar in  Education
     Mathematicians Can Write! I am comfortable working with numbers, thinking through scenarios using logic, and even computing the optimal number of gallons per minute that can pass through a circular opening ... Math is what I love, writing is not. Everyone one of the speakers spoke about writing which was and is scary for me. I can put together a presentation and speak before several people on doing something mathematically and/or using a graphing calculator technology. But write about it?
     I have decided that if I can make a presentation then I can also write about the topic. Currently I have been thinking about several of the professional development activities I have done and wondering about writing them up for a mathematics journal like Mathematics Teacher. But it is more than writing up an activity or a process.  I feel that each should be backed by research. Just because Pam Bailey wrote an activity and said ... , does not mean one should jump and do it. Research will lend relevance and justification for what I present. I have my work cut out for me.
Fall 2007 / Spring 2008




EDUCATIONAL RESEARCH




EDRS 810 Problems & Methods of Educational Research
     Problems and Methods of Educational Research opened my eyes to all of the various types of research.
Quantitative research seemed very clear cut, numbers don’t lie. Qualitative research is more subjective even though there are methods to insure accuracy when interpreting the findings. More than anything else the course encouraged exploring the internet and the libraries in search of the various types studied. This is where the class came alive for me. I found research that was conducted using graphing technology in a mathematics classroom.
     One of the studies I came across was by O. N. Kwon (2002). He compared the results of pre and post-assessments on understanding distance-time and velocity-time graphs with Algebra I and Calculus students. The assessments included
multiple choice and free response questions that required students to write about the mathematical concepts. Between the pre and post assessments the Algebra I students participated in active lessons involving a Calculator-Based Ranger, a form of motion detector used with graphing calculators; Calculus students continued to receive instruction in a lecture format. The results revealed that the Algebra I students understood and could interpret distance-time and velocity-time graphs better than the Calculus students after their participation in the investigative activities involving the technology.
     How to facilitate student learning through inquiry/investigative lessons, how to use graphing calculators correctly, and how to provide differentiated lessons to meet student needs are all aspects of my beliefs. As a Texas Instrument Regional Trainer I am very aware of the capabilities of the technology and firmly believe that students learn by discovering concepts and being fully involved in their own learning.
This type of facilitation of mathematics instruction will call for a change in methodologies typically incorporated by mathematics teachers. Active involvement of students in learning concepts requires teachers to be competent using technology, aware of and abililty to implement various types of differentiation, a willingness to spend time in planning and organizing, and have a desire for all to students to learn. Professional development needs to include implementation of these ideas in order to educate teachers to the "new methodologies in mathematics". Teachers need to realize that when implementing differentiated methods that meet the needs of all students, graphing calculators often allow students the opportunity to be successful. The anticipated result in my make believe study, The Effect of Calculator-Based Ranger Activities on Students’ Graphing Ability, is that knowledge gained through active learning far exceeds learning by the traditional lecture approach.
    
Technology is an aid to be used in teaching and learning, it is not the answer to everything. Correct usage of technology needs to be included in professional development so that teachers will learn to implement it's usage to assist in differentiating their instruction to meet student needs and to encourage investigation and discovery. One of the responsibilities of my job is to provide quality professional development but the task is difficult. Attempting to encourage teachers to accept and implement student-centered lessons has been daunting. Excuses from teachers include a concern for time. Time needed to prepare the lessons and the time it takes for the students to complete the tasks successfully. The ability for students to transfer student-centered lessons to other situations and to the abstract is also a concern. Many mathematics teachers that I have come into contact with agree that student-centered lessons lead to greater student participation and therefore increased learning but the concerns out weigh the positive aspects.
     The Kwon research was like fuel to a fire as my mind races, thinking about what I can do with further research as well as on my job to promote student-centered learning and teaching. It will begin with professional development during the summer of 2008 where the focus will be on differentiation, making connections, and collaboration to write unit plans to meet all student needs.
Spring 2008




EDRS 811 Quantitative Methods of Educational Research
     Beginning preparation for writing my dissertation by learning to conduct and interpret statistical analysis using quantitative data. Exciting! The mathematics involved in the course is something I am familiar with even though I have never taught a statistics course (and it has been many years since I had a class). So it was not the mathematics that was the exciting part. The exciting part is that I am now better able to understand and interpret the research that I read. Is something statistically significant or what a confidence interval means are concepts that I can now understand. My final project was looking at data regarding parental affects on the educational levels of students, Affects on Student Education Level. Conducting the statistical analysis using SPSS, interpreting the results and writing a document to support my imaginary research with graphs and charts. Putting my writing skills to the test with a literary review was the hardest part of the assignment.   

Spring 2009




EDRS 812 Qualitative Methods of Educational Research
    How will qualitative methods enhance my research? 
    How can I incorporate qualitative methods into my thoughts for my research
    proposal?
    I viewed qualitative research, at the beginning of the class, as just somebody's opinion, very subjective.  But then Dr. Maxwell opened my eyes to what the research could do for a study and about validity, generalizability, and the "process" that can back up what is found.  The hardest part, and the scariest part, was the thought of needing to be open to new ideas, questions, and themes that might emerge during a study.  Could a topic or theme emerge during the course of a study that might change everything I have done to that time???  Putting the concepts in to action helped to answer those questions as we did the class project.   My project was "Student-Centered Teaching and Learning: A Mock Study".  This got me in to something I am truly interested, the Algebra, Functions, and Data Analysis (AFDA) course that I helped develop for Virginia.  The course is to be very student-centered and laboratory based.  My concern is that the teaching methodologies used by the teachers of that course match the "vision" of the expectations of the course.  I interviewed three different teachers about their beliefs using a student-centered approach and found out that all had different ideas about what it meant.  We did not have a unified concept of how the course should be approached in our county.
    Has the class changed my viewpoint of qualitative research?  Yes and no.  Yes, because I do see the value of finding out the why and how behind the quantitative results.  No, because I am still concerned about validity and researcher bias.  I know that part of the battle is realizing that I could affect the research so that I can take measures to insure that it doesn't. 
However, this new perspective has led to the creation of a professional development course for our county for the upcoming school year on the function approach to teaching the algebra's.  Even though I have observed many classes I didn't realize the broad range of views on the subject as well as the concerns and fears.  Without the interviews I would not have known.         
Fall 2009




EDRS 797 Mixed Methods of Educational Research
     How can implementing a mixed method approach aid in my future research endeavors?
     This course has challenged my thoughts and how approaches to what I thought I would do for my dissertation and any other research.  By going through several examples of mixed methods I began to rethink why I was so adamant on a strictly quantitative approach.  Numbers do not mean a lot to many people.  By adding the qualititative ideas what I would be trying to reveal would be brought to life by giving my research a humanistic view.
      At the end of the course I began thinking about the professional development session I was going to facilitate during the summer and the county wide professional development on the function approach to teaching algebra.  Our school system's mode of assessing professional development has been for the participants to answer a few questions like "Name three things you learned during the professional development."  This seemed to be a prime opportunity to do a pilot study and get into the concept of teacher beliefs and if they are changed at all during the professional development.  I found a belief instrument to give and by the end of class had begun the process of getting the forms ready for HSRB.  My research will include looking at student's SOL Math 8 scores, Math 8 end-of-course scores, teacher interviews and observations.  In addition the participants will be requested to complete a belief survey.  This is exciting and at the same time a little overwhelming. I will be looking for a great deal of guidance with my interpretation of the data. ;)
Spring 2010




MAJOR SPECIALIZATION




EDCI 855  Math Education Research on Teaching and Learning
     My first cohort class, meeting my peers that I will be with through my journey and starting research on topics that are of interest. Reading, reading, reading. Reading required material for the course and for my papers. Through out the past years I have had an interest in slope as a rate of change, how students learn the concept
and graphing technology. My research in to the topic resulted in Slope as a Rate of Change and Steepness: Definition, Misuderstandings and Application. It has affected my views and work with teachers in professional development sessions and day to day contacts. One day when observing a teacher that works with students in alternative education from many different levels and backgrounds, I noticed the difficulty students were having with writing equations and slope. The teacher asked for my help so both of us proceeded to work with groups of students. I approach the concept from an entirely different view with student involvement and making connections to other concepts. A week later I stopped by and the teacher showed me the students work in the class and the assessment. Student's confidence was up and the teacher was excited to learn more about student-centered learning. It is wonderful to research a topic I am interested in and to apply what I have read in my work.
     The course also encouraged me to read about teaching and learning mathematics, the reform movement, diversity, plus many more other topics. Many times through out my teaching career I have felt like the Lone Ranger when it came to how I taught mathematics. It is wonderful to hear the cohort discuss issues that I had pondered and researched. My position with Spotsylvania County Schools is to work with teachers. I want the teachers to have a desire to change but I know how it feels to want to change and be the only one. The research I had conducted in the past, while not near in quantity as what I have recently, was enough for me to continue on my road. Others may not be as strong so another of my interests continues. How to educate and encourage teachers on their road to changing their mode of instruction to student-centered learning and meeting student needs.    
Fall 2008/
Spring 2009




EDCI 856  Math Education Curriculum Design and Evaluation
What standards based programs exist that will support the NCTM Process Standards and our state standards?
     I loved diving into looking at different programs and settled on the Interactive Mathematics Program by NSFD.  It was textbook adoption time, if funds are available, for our district.  We were not adopting but the question in my mind was if we needed "textbooks" or if supplemental material or a different type of program would serve our needs better.  Our school system uses Investigations (elementary) and Connected Mathematics (middle) as supplemental materials along with a text so Interactive Mathematics for high school seems to follow as the next logical choice.  The lack of funding will hopefully work in our favor as teachers become aware of and more comfortable with the function approach to teaching the algebra courses.  This time is valuable as they move away from a concentration on the textbook.  My research into the Interactive Mathematics Program will be useful when we do have funding. 
     The other aspect of the course eased some of my concerns, selecting a dissertation that is within our topic and presenting to our cohort.  My focus for the presentation related to my beliefs in learning, having my participants involved in the learning, and at the same time I wanted everyone to become cognizant of the various parts of a study.  I had the cohort members work on a fill in the blank of the flow of a dissertation and included a word bank.  As I went over my selection by Violet Paterson
the flow of the dissertation was addressed simultaneously.  This allowed those who have no interest in my topic to still be involved in the session.
Fall 2010/
Spring 2011





EDCI 857  Preparation and Professional Development of Math Teachers
What are some models for professional development and how do they apply to my role?   
     I explored two different models for professional development that were very different in approaches but both very useful for myself.  Guskey’s model disclosed that changes in teacher beliefs would not occur until teachers were able to acknowledge a change in student learning outcomes.  Loucks-Horsley, Stiles, Mundry, Love, & Hewson’s model was more in to developing the professional development session and include having a vision, using data to guide the development, setting goals, planning, doing and evaluating.   Reflecting on the PD’s I am planning for the upcoming summer and school year I began to analyze myself and the development.  Do I have a vision?  Yes and it correlates with the state vision for mathematics reform.  I also want to see teachers eyes light up as they see changes in students.  Is the PD based on data?  Yes again.  The data involves looking at student growth throughout their high school career.  Student’s scores and ability to remember and perform in mathematics courses lessens each subsequent year.  Teachers are spending numerous hours reviewing and remediating on concepts from previous courses.  The next three steps of Loucks-Horsley, et al., along with the data, will be cyclic as I will constantly re-evaluate teacher progress and needs.  Guskey’s model was reassuring that beliefs cannot be expected to change just because the teacher takes a course.  They need the time to work with their students and to see their change.  We have some reluctant teachers in our school district and some individuals believe that we should wait to implement the function approach to teaching algebra until all are on aboard.  We would never do it then.  Instead I need to be supportive of their efforts and encourage them as much as possible.
How does a teacher’s belief’s effect how they view professional development?
    Most teachers teach mathematics using the same approaches that they experienced as a student.  Harel & Lim expressed this viewpoint while Cross stated the teachers’ view that if it isn’t broken then why fix it.  I have heard both from our teachers.  Is it broken?  This is where the data has helped and will continue to be.  Why do we need to change when how we learned evidently was successful?   My question back to the teachers is if it is still successful today?  This goes back to a discussion on goals and if they are compatible with the teacher’s goals which is necessary for a productive PD according to Cwikla.  How can the goals of teachers and PD be the same, especially if you are trying to make changes?  Data, giving teachers experiences, supporting them in their endeavors, and listening to what they have to say will help.
What can influence a teacher to change a belief in teaching and learning mathematics?
    Cooney, Shealy and Arvold disclosed that beliefs may be held evidentially and non-evidentially.  If a belief is held due to evidence then that belief may be changed.  To do so is to challenge or falsify the evidence and to reveal new ideas that replace the old evidence.  If a belief is held without evidence then it is very difficult to change.   I had never thought about beliefs being formed by evidence but it does make sense.  When teacher beliefs are questioned there has to be something that provides the teacher with the confidence to continue their efforts.  Sztajn stated that many believed that the reform movement would result in teacher belief changes.  Suggesting a teacher change instruction just doesn’t happen because it was revealed by NCTM. 
    This course has been very useful with my day to day work.  As we begin embarking on a drastic change with instruction in algebra classes I want to be able to assist and support the teachers.  Granted not all are on board but looking back to when I came to the county, no one was on board.  Growth and change takes time.
Fall 2009/
Spring 2010




EDCI 858  Math Education Research Design and Evaluation
Fall 2011/
Spring 2012




EDCI 725  National and International Leader Issues in Math Education
Is the standards-based movement world-wide?  If so, what issues do they encounter in the implementation and transformation into a different way of thinking about instruction?
    Selecting a critical issue such as the reform movement in mathematics education has permitted an opportunity to realize the issues are not just a local or national concern.  My paper on Critical Issue of All Students Being Mathematically Proficient: Standards-Based or Reform Practices looked at instruction in Hong Kong, Sweden, and Australia.  The articles led to more insight and confirmation of concepts I had planned for a presentation conducted on Increasing Rigor and Cognitive Demand at the NCTM Regional Conference in Baltimore, November 2010.  Sharing that as a global society we have different needs that we, as a nation, had twenty-five years ago and having a discussion as to why we need to change help to lead into the activities.  Stein & Smith's activity on cognitive demand and defining what is rigor brought out teacher concerns about how do we raise the cognitive demand in the classroom.  Additional activities included rich tasks that teachers completed with a follow up discussion about what concepts students would be learning.  Working on a rich task with multiple approaches allows students to make connections, increase math talk to justify statements, employ problem solving skills, while using multiple representations is vastly different than the norm.  Many stayed after the session to ask additional questions that centered around how I got my school district to buy into the philosophy as well as the teachers.  Though out the session collaboration was stressed so that they, the teachers, could have support as they journeyed into unchartered territory.  
Fall 2010/
Spring 2011




EDCI 726  State and Local Leader Issues in Math Education


Spring 2012




EDCI 994  Advanced Internship in Education
How can I teach a semester course where there are only four face-to-face meetings and the others will be all online?
How can we insure that the participants are engaged during online sessions?  
 
 
These questions were foremost on my mind as the course was developed by another gentleman and myself for an MSP grant through UVA.  It was my time to apply my skills and knowledge to develop a course for Probability and Statistics for the Algebra, Functions, and Data Analysis course.  Many teachers are not comfortable with the topics and the concepts are also new to Algebra I and Algebra II teachers under the new Standards of Learning.  It was a task to determine activities that would be concrete, help the teachers to learn conceptual and procedural skills, and apply NCTM Process Standards in an effort toward a more standards based mathematics classroom. 
   We approached the development by first creating a course matrix which was changed many times but in the end gave us the guidance when expanding the curriculum for the other facilitators/instructors of the course.  Creating the matrix was the best approach for us as it was easy to manipulate and change.  The expanded curriculum included everything that was needed to teach/facilitate the course.  Hints and suggestions for the various activities were included along with rubrics for the mini-projects.  What knowledge the students needed to learn plus additional, deeper conceptual understanding of the concepts, was our focus as we worked on the course development.  We not only had to consider the participants while developing the course but the other facilitators, being sure that they could understand what was meant with the approach taken in order for all to gain conceptual knowledge and would in turn be better able to teach the concepts to students.  A
pre- and post-test was created to determine participant growth with the concepts of the course.  This assessment was strictly mathematical concepts and not about the teacher beliefs as the course was based on mathematics and not pedagogy.
   Throughout the semester I journaled about the course. What went well and what didn't.  Some of the concerns were those that did not use the technology correctly and made it more difficult for everyone else.  Prior to each online session I had to consider how I might group the teachers and encourage participation by all while making sure that all gained the pedagogical content knowledge needed for successful implementation in the future.   During one of the first online meetings we all practiced our to share our written ideas with each other.  This proved profitable throughout the semester.  Groups were managed well and the participants became quite good at sharing their screens online using a Digimemo, SmartView, and the white screen on Elluminate Live.  Only a couple of the participants during the course shared that they were having trouble following online.  When this happened several pitched in and drew pictures etc.  We also were able to have the majority of the participants continue on while someone would go in to a chat room to help the troubled student.  Great teamwork.  This course could not have been taught successfully if it had not been for the technology we used.  I found that many of the same skills I would have used in the classroom was still needed online. This includes purposefully creating groups, making sure that students had multiple representations for a better understanding, students being able to verbalize their thoughts about the concepts, being sure to make connections to prior knowledge and real-world situations, justifying our thoughts about the mathematics, and having the students participate in problem solving activities...all the NCTM Process Standards.                         
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Fall 2009/
Spring 2010




MINOR SPECIALIZATION




EDIT 772  Portfolio
    This portfolio is a result of the course. Planning the layout prior to it's construction was of the utmost importance. However even with the planning I see that the consistency of the page construction is not uniform. It is a work in progress.

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Summer 2008






EDLE 612  Education Law
     The Education Law course was an eye opener in many ways but at the same time involved good common sense. Dr. Bon stretched our minds with regard to the laws for students receiving special education services  as we discussed case studies from the text or those she brought in for us to read. We also had the opportunity to research our own school district policies and procedures in special education (Special Education Case Study Analysis, go to a board meeting (School Board Meeting Summary), and research several topics/scenarios with regard to the legal aspects of each(Legal Issues Analysis). 
     The main theme I gathered through out the course was if you were not sure then ASK. Most school districts have a legal division that a principal/supervisor could contact for legal advice prior to opening his or her mouth. Think before one speaks.
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Fall 2007






EDLE 614  Managing Financial and Human Resources
     Managing. Leading. Overseeing. Being responsible for the lives of teachers and students. Budgets and staffing is more than just numbers. In this time of economic difficulties school budgets and downsizing have been the main topic of conversation around many lunch tables. At the central office we have been requested to reduce our budget twice this year as well as reduce the number of employees. Leadership has made the changes difficult with employees always wondering if they will be the next one that will be let go. Leaders in each of the schools have also had to reduce their budgets and anticipate reductions for next year. Major decisions that affect others.   
     The way we as leaders handle budgets and staffing, including the reduction of both, will ultimately result in how our staff, parents, and students react or perform.  The role playing that we did in the course helped me to realize what a leader goes through and/or needs to anticipate as he or she develops a budget or determines the staffing for their school. Each should be created with the vision of the school system or with a specific school in mind. But it is more than having the vision align with the budget and staffing. In "The Interview Process", my final paper for the course, discussed what one needs to do before and after the interview and the role of the interviewer and the interviewee. One needs to firmly believe in the vision so that the right decisions will be made for all involved. Some of the tough decisions, though still not easy to implement, may be easier to accept if we know what we are doing is the best for all.                          
Fall 2008




EDLE 618  Supervision and Evaluation of Instruction
     This course was very applicable to my daily work. How to deal with teachers on a daily basis, assessment of teachers, and how to development and implement professional development. I do not evaluate teachers formally but do provide constructive criticism where needed. My goal is to help them become the best teacher possible and to meet all student needs. This involves planning student-centered units and lessons , providing guidance on how to use data to guide instruction, and being a support person in many aspects. I used the evaluation techniques as a method to encourage communication with teachers regarding areas in need of improvement.
     The professional development assignment alligned with what I was currently doing for our county - determining what is needed in mathematics. I had already been around to the high schools talking with administrators and department chairs about what they felt was needed by the teachers for growth. The chart, Professional Development Needs Survey, summarizes the questions asked. Concerns and requests determined by the survey evolved into the professional development sessions being provided by myself and other mathematics specialists in our county for K - 12 teachers, Professional Development Assignment. The title for the county professional development is Making Connections Between Curriculum, Assessment, and Instruction. Myself, several mathematics specialists, and instructional technology personnel formed collaborative teams to facilitate the professional development sessions. Fifteen hours spread over three days will make up the summer workshop sessions along with two follow ups throughout the school year for a total of 20 hours.
     Where does this lead me? I am already contemplating future professional development sessions in the county. It is a continual assessment of what is needed and then how the topics need to be presented. We have some schools that are "in warning" due to poor SOL scores so professional development that will aid teachers in meeting student needs will be of the utmost importance. One type of professional development that is in the forefront of my planning is a technology group that is focused on using Texas Instrument Technology correctly in the classroom and as an aid to provide differentiation to the students. The more teachers can bring alive mathematics the more involved students will become and the more they will learn and understand would be the focus of the group.
Spring 2008





EDLE 801  Foundations of Educational Leadership: History & Leadership
EDLE 802  Foundations of Educational Leadership: Ethics, Philosophy, and Law
     Considering leadership roles and concerns had not entered my mind with respect to changing teacher mathematical instructional beliefs.  From bounded rationality to the garbage can method I was not only thinking of leadership of administrators but also of mathematical instructional leaders.  While gathering articles and empirical research on teacher beliefs for the Annotated Bibliography I didn't know how it could be linked to instructional leaders.  Putting together the interviews conducted for EDRS 812, my research in EDCI 857, information from this course, and my own experiences, I realized that many of the instructional leaders may not have any influence on the mathematics teachers that they work with on the secondary level.  Teachers revealed that they are afraid of what the administrators will say, how the students will react, the SOL results, and/or do not have the self-confidence to try new things.  What can an instructional leader do to help with these concerns?  I believe a desire to help is in conflict with what they are allowed to do because the system may not permit the interaction and influence needed to encourage success.  My final paper, The Function Approach to Teaching Algebra in Secondary Schools: Mathematics Instructional Leaders Efforts to Change Teacher Beliefs, Provide Support, and Professional Development, was a first stab at thoughts of the instructional leaders role in research.  I was challenged after this paper to narrow down these thoughts to focus on what I want to learn through research on this topic.  Some of my questions at this time are:
  • What are the instructional leaders beliefs about mathematical reform in the secondary mathematics classroom?  What does it look like?  (Do they correlate with NCTM Process Standards.)
  • What topics in professional learning sessions are offered to promote change toward mathematical reform?
  • What types of sustained guidance are instructional leaders able to provide teachers through the change process?
  • How can an instructional leader work with administrators to promote change in mathematics instruction?
     Guskey (2002) discusses change in instruction as beginning with professional learning and proceeds to applying new methodologies in the classroom.  Positive changes in student achievement and attitudes toward mathematics gained through the new approaches will lead to more consistent and permanent modifications in teachers beliefs and practices.  Currently I have been toying with the idea of how I can modify the Guskey model as a guiding theory to include what would need to happen prior to the professional learning sessions occurring and that the instructional leader's beliefs and attitude influences administrators and teachers.   
Summer 2010




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