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The Graduate Programs in Mathematics and Science Education
Jenkins Building, Rm 421
Morgan State University
1700 E. Cold Spring Lane
Baltimore, MD 2125
Phone: 443.885.3780
Fax: 443.885.3782

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Doctoral Programs in Mathematics
and Science Education
INTRODUCTION

The student handbook includes the policies and procedures that govern the Ed.D programs in Mathematics and Science Education with detailed descriptions of the Program of Study and the major for these requirements programs.The handbook is available to all registered students in the Ed.D programs in Mathematics and Science Education and is intended as a guide to students as they plan their individual programs of study and as they seek to fulfill the requirements for the Degree. Students must however consult with the Program Coordinator or their Student Advisors throughout their course of study and particularly when making decisions regarding their individual programs.

THE DOCTORAL DEGREE

The Doctoral Degree is the highest academic recognition that a university can award. It is the university’s endorsement of the professional competence of the one upon whom it is conferred. Earning a terminal degree implies that the student has contributed to the field of knowledge through undertaking original and independent work in the area of the dissertation and has exhibited a level of mastery that will enable him/her to function with the highest level of expertise in his/her area of specialization. The pursuit of the doctorate requires immense personal sacrifice on the part of the aspirant as well as on the part of his/her academic advisors. Thus entry into the course of study leading to this highest academic degree is an undertaking that should not be taken lightly. The Ed.D in Mathematics or Science Education at Morgan State University is designed for those who anticipate significant leadership careers in mathematics or science education and are committed to excellence in meeting the challenges of mathematics/ science education in urban settings.

Doctor of Education
Mathematics Education

School of Graduate Studies
Dr. Maurice Taylor, Dean
Holmes 206, ph: 443.885.3185

Department of Advanced Studies, Leadership and Policy
Dr. Howard Simmons, Chairperson
Jenkins 325, ph: 443.885.1969

Dr. Glenda Prime, Graduate Coordinator
Jenkins 421, ph: 443.885.1908

OBJECTIVES
  1. To prepare a cadre of teachers and administrative staff who are capable of providing instructional leadership and who possess skills in curriculum development and in research in the teaching and learning of mathematics.
  2. To develop in participants a sensitivity to the characteristics and needs of urban students in general and African-American students in particular, and to the peculiarities of urban environments and institutions and the implications of these for the teaching and learning of mathematics in such settings.
  3. To effect positive changes in the teaching and learning of mathematics at all levels of educational systems.

Admission to the Program

Applicants seeking entry to the program must have earned a Master’s degree in Mathematics or in Education.Applicants whose Master’s degree is in Education must have earned at least an Undergraduate degree in Mathematics.Teacher certification is desirable.

In addition to the above, the following admission requirements apply.

  • Scores on Graduate Record Examination (GRE) OR Miller’s Analogy Test
  • Grade Point Average
    Undergraduate: minimum of 2.6
    Graduate: minimum of 3.0
  • Classroom Teaching Experience –
    A minimum of 3 years of teaching experience is desirable.
General Degree Requirements
  1. Award of the degree is contingent upon completion of 63 credit hours of work at Morgan State University. Transfer of credits from other accredited institutions will only be allowed in exceptional circumstances.The Graduate Council will make final decisions regarding transfer.
  2. A minimum grade point average of 3.0 must be maintained throughout the program. Grades of “C” may not count for more than 20 percent of total credit applied towards degree requirements.
  3. Students holding part-time registration will be allowed to take a maximum of 6 credit hours of course work per semester.To be considered full-time in any semester, a student must be registered for a minimum of 9 credit hours.
  4. All candidates will be required to complete a practicum.The practicum will involve an intervention in an aspect of the teaching/ learning of mathematics at the level of the candidate’s specialization.
  5. All candidates must pass written and/or oral comprehensive examinations.Candidates shall become eligible to take the comprehensive examinations upon successful completion of 42 credit hours of course work, 8 credit hours of which should be mathematics content courses.
  6. Each degree candidate must submit a dissertation.When the dissertation has been completed to the satisfaction of the committee chairperson, a dissertation defense will be scheduled at which time the candidate must orally defend his/her work before the entire dissertation committee.
  7. All requirements for the Ed.D degree must be completed within a period of seven (7) years.The granting of a leave of absence by the School of Graduate Studies does not automatically extend this limit.

Residency Requirements

Part-time candidates will satisfy residency requirements by completing eighteen (18) credit hours over consecutive semesters (could include summer). Full-time students will satisfy these requirements by completing two (2) consecutive semesters, carrying at least nine (9) credit hours each semester.

PROGRAM OF STUDY

  1. The program consists of six components from which students must complete 63 credit hours. The six components are:
    Educational Foundations
    Research
    Mathematics Education
    Mathematics Content
    Dissertation
    Practicum
  2. The coursework components of the program are made up of CORE courses and ELECTIVES.
  3. Students who enter the program with a Master’s degree in Mathematics may apply to have their course requirements in the mathematics content reduced. The maximum reduction that may be granted is 6 credit hours. The 63 credit hour requirement for the award of the degree will however remain the same.
CREDIT HOURS CORE ELECTIVES
EDUCATIONAL FOUNDATIONS
Minimum of 9 credit hours

EDPS 554 – Human Development, Learning, and Instructional Systems/ ASLL Learning Theory

CUIN 562 – Curriculum Theory and Development/ ASLC 601

EDUC 640 – Contemporary Issues in Urban Education/ASLS 602 – Soc. Of Ed.
Other 500 level courses in the School of Education (as approved by advisors)
RESEARCH
minimum of 9 credit hours

EDSR 621 – Educational Statistics Applications

EDSR 622 – Advanced Methodology and Research Design

EDSR 624 – Qualitative Research Methods
EDSR 620 – Action Research in Urban Education
MATHEMATICS EDUCATION
minimum of 18 credit hours

EDSM 620 – History, Philosophy, and Sociology of Science and Mathematics

EDSM 630 – Assessment and Evaluation in Science and Mathematics Education

EDMA 621 – Planning, Developing and Evaluating the Mathematics Curriculum

EDSM 632 - Instructional Systems Analysis for Mathematics and Science Education

EDMA 630 – Methods of Concept Development in Mathematics Education

EDSM 610 – Student Learning, Thinking and Discourse in Mathematics and Science

EDMA 651 – Seminar: Current Topics and Trends in Mathematics Education

EDSM 621 – Communities of Inquiry

EDMA 650 – Professional Development and Practice of Mathematics Teachers

EDMA 660 – Special Topics in Mathematics Education

EDSM 631 – Issues and Applications of Technology in Science and Mathematics Education
MATHEMATICS CONTENT

Elementary Specialization
minimum of 12 credit hours

Middle and High School Specialization
minimum of 12 credit hours

Post-Secondary Specialization

minimum of 12 credit hours

Courses at 500 level or above in the Mathematics Department

Courses at 500 level or above in the Mathematics Department

Courses at 500 level or above in the Mathematics Department

 
PRACTICUM
3 credit hours
   
DISSERTATION
6 credit hours
   
DISSERTATION GUIDANCE
0 credit hours
   

DOCTORAL PROGRAM IN MATHEMATICS EDUCATION
MATHEMATICS CONTENT COURSES

MATH 501   Set Theory and Related Topics - Three Hours; 3 Credits
MATH 505   Abstract Algebra I - Three Hours; 3 Credits
MATH 506   Abstract Algebra II - Three Hours; 3 Credits
MATH 512   Probability and Statistics - Three Hours; 3 Credits
MATH 517   Foundations of Geometry - Three Hours; 3 Credits
MATH 518   Modern Geometry - Three Hours; 3 Credits
MATH 521  

Introduction to Analysis I - Three Hours; 3 Credits

MATH 522   Introduction to Analysis II - Three Hours; 3 Credits
MATH 525   Theory of Numbers - Three Hours; 3 Credits
MATH 527   Introduction Of Theory of Functions of a Complex Variable- Three Hours; 3 Credits.
MATH 541   Point Set Topology - Three Hours; 3 Credits
MATH 551   Algorithms and Computations I - Three Hours; 3 Credits
MATH 552   Algorithms and Computations II - Three Hours; 3 Credits
MATH 561   Mathematical Modeling - Three Hours; 3 Credits

Doctor of Education
Science Education

School of Graduate Studies
Dr. Maurice Taylor, Interim Dean
Holmes 206, 443.885.3185

Department of Advanced Studies, Leadership and Policy
Dr. Howard Simmons, Chairperson
Jenkins 325, 443.885.1969

Dr. Glenda Prime, Graduate Coordinator
Jenkins 421, 443.885.1908

Objectives
  1. To prepare a cadre of teachers and administrative staff who are capable of providing instructional leadership and who possess skills in curriculum development and in research in the teaching and learning of science.
  2. To develop in participants a sensitivity to the characteristics and needs of urban students in general and African-American students in particular, and to the peculiarities of urban environments and institutions and the implications of these for the teaching and learning of science in such settings.
  3. To effect positive changes in the teaching and learning of science at all levels of educational systems.

Admission to the Program

Applicants seeking entry to the program must have earned a Master’s degree in Science or in Education.Applicants whose Master’s degree is in Education must have earned at least an Undergraduate degree in Science.Teacher certification is desirable.

In addition to the above, the following admission requirements apply.

  • Scores on Graduate Record Examination (GRE) OR Miller’s Analogy Test
  • Grade Point Average
    Undergraduate: minimum of 2.6
    Graduate:   minimum of 3.0
  • Classroom Teaching Experience –
    A minimum of 3 years of teaching experience is desirable.
General Requirements for Degree
  1. Award of the degree is contingent upon completion of 63 credit hours of work at Morgan State University.Transfer of credits from other accredited institutions will only be allowed in exceptional circumstances.Final decisions regarding transfer will be made by the Graduate Council.
  2. A minimum grade point average of 3.0 must be maintained throughout the program.Grades of “C” may not count for more than 20 percent of total credit applied towards degree requirements.
  3. Students holding part-time registration will be allowed to take a maximum of 6 credit hours of course work per semester.To be considered full-time in any semester, a student must be registered for a minimum of 9 credit hours.
  4. All candidates will be required to complete a practicum.The practicum will involve an intervention in an aspect of the teaching/ learning of science at the level of the candidate’s specialization
  5. All candidates must pass written and/or oral comprehensive examinations.Candidates shall become eligible to take the comprehensive examinations upon successful completion of 42 credit hours of course work, 8 credit hours of which should be science content courses.
  6. Each degree candidate must submit a dissertation.When the dissertation has been completed to the satisfaction of the committee chairperson, a dissertation defense will be scheduled at which time the candidate must orally defend his/her work before the entire dissertation committee.
  7. All requirements for the Ed.D degree must be completed within a period of seven (7) years.The granting of a leave of absence by the School of Graduate Studies does not automatically extend this limit.
Residency Requirements

Part-time candidates will satisfy residency requirements by completing eighteen (18) credit hours over consecutive semesters (could include summer).Full-time students will satisfy these requirements by completing two (2) consecutive semesters, carrying at least nine (9) credit hours each semester.

Program of Study

  1. The program consists of 6 components from which students must complete 63 credit hours. The 6 components are:

    General education
    Research
    Science Education
    Science Content
    Dissertation
    Practicum

  2. The coursework components of the program are made up of CORE courses and ELECTIVES.
  3. Students must choose 1 of 3 specializations offered in the programs.

    Elementary Science Education
    Middle/ High School Science Education
    Post-Secondary Science Education

  4. Students who enter the program with a Master’s degree in science may apply to have their course requirements in the science content reduced.The maximum reduction that may be granted is 6 credit hours.The 63 credit hour requirement for the award of the degree will however remain the same.
CREDIT HOURS CORE ELECTIVES
GENERAL EDUCATION
minimum of 9 credit hours

EDPS 554 – Human Development, Learning, and Instructional Systems

CUIN 562 – Curriculum Theory and Development

EDUC 640 – Contemporary Issues in Urban Education
Other 500 level courses in the School of Education
RESEARCH
minimum of 9 credit hours

EDSR 621 – Educational Statistics Applications

EDSR 622 – Advanced Methodology and Research Design

EDSR 624 – Qualitative Research Methods
EDSR 620 – Action Research in Urban Education
SCIENCE EDUCATION
minimum of 18 credit hours

EDSM 620 – History, Philosophy, and Sociology of Science

EDSM 630 – Assessment and Evaluation in Science and Mathematics Education

EDSC 621 – Planning, Developing, and Evaluating the Science Curriculum

EDSM 632- Instructional Systems Analysis for Mathematics and Science Education

EDSC 630 – Methods of Concept Development in Science Education

EDSM 610 – Student Learning, Thinking, and Discourse in Mathematics and Science Education

EDSC 611 – Science, Technology, and Society

EDSC 651 – Seminar: Current Topics and Trends in Science Education

EDSC 660 – Special Topics in Science Education

EDSC 650 – Professional Development and Practice of Science Teachers

EDSM 621 – Communities of Inquiry

EDSM 631 – Issues and Applications of Technology in Science and Mathematics Education
SCIENCE CONTENT

Elementary Specialization
minimum of 12 credit hours

Middle and High School Specialization
minimum of 12 credit hours

Post-Secondary Specialization
minimum of 12 credit hours

 

Courses at 500 level or above in the Science Department

 

Courses at 500 level or above in the Science Department

 

Courses at 500 level or above in the Science Department

 
PRACTICUM
3 credit hours
   
DISSERTATION
6 credit hours
   
DISSERTATION GUIDANCE
0 credit hours
   
DOCTORAL PROGRAM IN SCIENCE EDUCATION
SCIENCE CONTENT COURSES
Biology  
BIOL 521   Bioecology - Three Hours; 3 Credits
BIOL 522   Modern Research Techniques - Three Hours; 3 Credits
BIOL 523  

Seminar Topics in Modern Biology & Environmental Sciences - Two hours, 2 credits.

BIOL 524   Advance Molecular Genetics - Three Hours; 3 Credits
BIOL 525   Cellular Biology - Three Hours; 3 Credits
BIOL 526   Molecular Biology - Three Hours; 3 Credits
BIOL 527   Microbiology of Emerging Pathogens - Three Hours; 3 Credits
BIOL 528   Immunobiology - Three Hours; 3 Credits
BIOL 536   Molecular and Behavioral Neuroscience - Three Hours; 3 Credits
BIOL 540   Computational Biology/ Bioinformatics- Three Hours; 3 Credits
BIOL 601   Molecular Biotechnology - Six Hours; 4 Credits
  * Others at 500 level or above as they become available including those in the Ph.D. program in Bio - Environmental Science
Chemistry  
CHEM 531   Advanced Analytical Chemistry I - Three Hours; 3 Credits
CHEM 532   Advanced Analytical Chemistry II - Three Hours; 3 Credits
CHEM 534   Advanced Analytical Chemistry III - Three Hours; 3 Credits
CHEM 541   Chemical Kinetics - Three Hours; 3 Credits
CHEM 543   Chemical Thermodynamics - Three Hours; 3 Credits
CHEM 551   Advanced Organic Chemistry - Three Hours; 3 Credits
CHEM 552   Organic Synthesis - Three Hours; 3 Credits
CHEM 561   Advanced Inorganic Chemistry - Three Hours; 3 Credits
CHEM 563   Bioinorganic Chemistry - Three Hours; 3 Credits
CHEM 571   Advanced Biochemistry - Three Hours; 3 Credits
    * Others at 500 level or above as they become available
Physics  
EASC 521   Earth and Planetary Science - Four Hours; 3 Credits
EASC 524   Planetary System Science - Four Hours; 3 Credits
PHYS 500   Mathematical Methods of Physics - Three Hours; 3 Credits
PHYS 521   Quantum Mechanics - Three Hours; 3 Credits
PHYS 522   Molecular and Solid State in Physics - Three Hours; 3 Credits
PHYS 523   Nuclear Physics & Radioactivity - Three Hours; 3 Credits
PHYS 524   Special Relativity & Elementary Particles- Three Hours; 3 Credits
PHYS 525   Computational Physics - Four Hours; 3 Credits
PHYS 526   Biophysics - Four Hours; 3 Credits
PHYS 527   Fundamentals of Acoustics - Four Hours; 3 Credits
    * level or above as they become available Others at 500

COURSE DESCRIPTIONS

EDSM 632 - Instructional Systems Analysis for Mathematics and Science Education
3 credit hours

This course casts learning into a new educational process known as Instructional Systems Analysis. The course explores the traditional role of the classroom teacher and presents the teacher as manager of the learning process. Students are provided with a solid framework for developing, designing, and evaluating instruction.Emphasis will be placed on multimedia presentation systems used for educational processes. The course explores a full range of electronic instructional media that are appropriate for the delivery of Mathematics and Science instruction. Students will use applications of multimedia and electronic resources, such as, Power Point Presentations, Computer Assisted Instruction (CAI), and the Internet, in their development and delivery of Mathematics/ Science Instruction.

EDSM 611 – Science, Technology, and Society
3 credit hours

Science, Technology, and Society (STS) is an approach to the teaching of science that emphasizes the teaching of science concepts in the contexts of technology and society. This seminar course will examine the extensive literature on the relationship among science, technology, and society, and how this area of thinking has been affecting efforts to revise curriculum development and practices in science education.
Prerequisite:  EDSM 620

EDSM 620 – History, Philosophy, and Sociology of Science
3 credit hours
Traditional science curricula have largely ignored any explicit attention to the history, philosophy and sociology of science. However current trends in both the research and practice of science education have placed increased emphasis on the implications of these for understanding the nature of science.This course will identify key issues in the history, philosophy and sociology of science and provide students with a basis for critical analysis of science education curricula.

EDSM 621 – Communities of Inquiry: Issues in Curriculum and Instruction
3 credit hours

The notion of classrooms as communities of inquirers is an important strand of research and theorizing in education. This seminar course critically examines the research literature in this field.Cooperative groups, classroom discourse analysis and social constructivism are explored as bases for the creation of learning communities in science and mathematics classrooms.
Prerequisites: EDSM 610, or with permission of instructor.

EDSR 624 – Qualitative Research Methods
3 credit hours

This course will introduce students to the philosophical underpinnings, methods of data collection, and methods of data analysis involved in a variety of qualitative research paradigms. Emphasis is placed on developing competence in the design and techniques of conducting qualitative research.
Prerequisites: EDSR 504, EDSR 622, or equivalent with permission of instructor.

EDSM 630- Assessment and Evaluation in Science and Mathematics Education
3 credit hours

This seminar course will examine a variety of approaches for assessing and evaluating student learning, thinking, and discourse in the science and mathematics classroom. Special emphasis is placed on critically evaluating the assumptions underlying each approach to classroom assessment. In addition to traditional assessment strategies, the course seeks to develop competence in the use of alternative strategies such as journals, portfolios, classroom observation and discourse analysis.
Prerequisites: EDPS 554, or with permission of instructor. Recommended prior course: EDSR 621.

EDSM 631 – Issues and Applications of Technology in Science and Math Education
3 credit hours

This course will critically examine the issues and assumptions driving our society towards increased use of technology, as well as the effects of such use of technology on individuals and groups. After examining these issues, students will examine effective uses of technology in the classroom. Student projects will involve the development of technological applications for instructional purposes.

EDSC 650 – Professional Development and Practice of Science Teachers        
3 credit hours
This course examines the broad range of issues addressed in other science education courses, with a view towards an integration of these issues into a framework for the professional development of science teachers. The research literature on teacher cognition and practice will be used as a basis for the design of effective approaches to the professional development of science teachers. The course engages students in case analyses and in the clinical supervision of classroom teachers.
Prerequisites: CUIN 562, EDSC 630, or with permission of instructor.

EDMA 651 – Seminar:  Current Topics and Trends in Mathematics Education
3 credit hours

This seminar course will cover a variety of current and cutting edge topics in mathematics education practice, research and theorizing that may not be addressed in other courses.Guest presentations by researchers and mathematics education practitioners as well as student presentations will be the mode of delivery.

EDSC 651 – Seminar: Current Topics and Trends in Science Education
3 credit hours

This seminar course will cover a variety of current and cutting edge topics in science education practice, research and theorizing that may not be addressed in other courses. Guest presentations by researchers and science education practitioners as well as student presentations will be the mode of delivery.

EDMA 660 – Special Topics in Mathematics Education
3 credit hours

This course provides opportunity for individual exploration of any issue related to mathematics education. Participants are encouraged to identify an issue that is of particular relevance to their areas of specialization and will be required to undertake an extensive exploration of the literature relevant to that issue. A literature review that gives evidence of control of ideas and the ability to reflect critically on the implications of these ideas, is the mode of assessment for the course.

EDSC 660 – Special Topics in Science Education
3 credit hours
This course provides opportunity for individual exploration of any issue related to science education. Participants are encouraged to identify an issue that is of particular relevance to their areas of specialization and will be required to undertake an extensive exploration of the literature relevant to that issue. A literature review that gives evidence of control of ideas and the ability to reflect critically on the implications of these ideas, is the mode of assessment for the course.

EDMA 620 – History, Philosophy and Sociology of Mathematics
3 credit hours
This course examines the ways in which the teaching and learning of mathematics are influenced by the history, philosophy and sociology of the discipline. It explores the ways in which cultural forces have shaped mathematics and continue to influence its teaching.

EDMA 621 – Planning Developing and Evaluating the Mathematics Curriculum
3 credit hours
This course aims to develop skill in all aspects of curriculum development in K – 16 mathematics. Designing the needs assessment, translating needs into curriculum materials, supporting the implementation and selecting appropriate evaluation strategies are some of the skills addressed in this course.

EDMA 630 – Methods of Concept Development in Mathematics Education
3 credit hours

The course seeks to develop competence in the teaching of mathematics at all levels. It draws on learning theory and applies ideas about how learners acquire concepts to the teaching of mathematics. Students in this course apply theoretical principles to the design and evaluation of lessons that facilitate concept acquisition in mathematics.

EDSM 610 – Student Learning, Thinking and Discourse in Mathematics and Science Education
3 credit hours

This course is designed as a seminar that will examine recent theory and research in student learning, thinking and discourse. Students will be required to read extensively in the areas of constructivism, schema theory, conceptual change, problem-solving and control strategies as a basis for understanding the teaching and learning environment in mathematics and science classrooms.

EDSC 621 – Planning, Developing and Evaluating the Science Curriculum
3 credit hours

This course aims to develop skill in all aspects of curriculum development in K – 16 mathematics. Designing the needs assessment, translating needs into curriculum materials, supporting the implementation and selecting appropriate evaluation strategies are some of the skills addressed in this course.

EDSC 630 – Methods of Concept Development in Science Education
3 credit hours

This course aims to provide the theoretical bases as well as the skills involved in designing, developing, delivering and evaluating lessons in science education K – 16. The course draws heavily on the conceptual change literature and examines the implications of learners’ alternative frameworks for the teaching and learning of science.

EDMA 650 – Professional Development and Practice of Mathematics Teachers
3 credit hours
This seminar course will examine the broad range of concerns and issues addressed in other courses in terms of how professional development of teachers can best be addressed. The research literature on teacher cognition and practice will be used as a basis for developing effective approaches to professional development in mathematics education. Prerequisite:  EDSM 610, EDSM 620, EDSM 621, EDSM 630, EDUC 640, CUIN 562, or with permission from instructor.

STUDENT ADVISEMENT

Each student will have a faculty advisor throughout the duration of the program.

Assignment
At the time of admission, each student is assigned an advisor who will assist in the selection of courses. Once the student has successfully passed the Comprehensive Examination and completed all courses the assignment of this advisor ends. The student will then select the Chairperson for the Dissertation Committee.(See section on Dissertation)

Registration
At the time of registration for each semester, the student must secure the approval of the advisor for the courses to be taken; the sequence of and prerequisites for the courses are checked with the advisor. The program of Study Form must be updated each semester and filed with the Department Office.

Change of Advisor
The student or the advisor may request a change of faculty advisor. The reason for the request is discussed with the student and advisor. If there is no resolution of differences, the request is completed on the appropriate form, approved by the Chairperson of the Department, and then forwarded to the Graduate School Dean. The student should consult the Policies and Procedures for a comprehensive statement on this issue.

Meeting with Advisor
At least twice during the academic year, the student will meet with the advisor.

Comprehensive Examination

A student may register for the comprehensive in either the Fall or Spring semester.

Pre-requisite
Completion of 42 hours of course work of which at least nine hours should be in science/ mathematics content courses. Credit hours gained from the Practicum cannot be counted towards these 42 hours.

Purpose
In keeping with current thinking in the area of assessment of learning, the comprehensive examination in these programs is designed to be both an assessment tool for the Department, and a learning experience for the students. It is intended to be an authentic assessment strategy which requires the student to display the competencies, skills and attitudes which he/she will need in order to function in real educational settings, at a level appropriate to the holder of a Doctoral degree. As a learning experience, the comprehensive examination should assist the student in developing the skills of independent study that are required for successful undertaking of research leading to the dissertation. Both the content and the form of the examination are designed to achieve these purposes.

Application Procedure
Application for the examination must be filed with the School of Graduate Studies at the time of registration in the semester the examination will be taken.Special forms for this purpose are available from the Graduate School Office.

Mode of Assessment

  1. The examination consists of both written and oral components.
  2. The candidate is required to write three (3) scholarly papers of approximately twenty- five (25) pages each.
  3. Selection of the subject matter of the papers is to be the result of a collaborative, consultative process between the student and his/her advisor. The following criteria should inform the selection:
  4. Examples of possible papers are:

    • a philosophical, sociological or psychological critique of an educational policy or practice relevant to mathematics or science education
    • an exploration of the sociological or pedagogical implications of a current trend in mathematics or science education
    • an analysis of urban educational contexts and implications for the teaching/ learning of mathematics or science at a selected level of education.
    • a description of an innovative approach to the teaching of some area of mathematics or science content.

    Only one of the papers may be directly related to the student’s proposed dissertation topic.

  5. A student may NOT begin to work on the papers until agreement has been reached on the specific titles of the three papers. A document listing the three paper titles must be signed by both student and advisor and copies lodged with the Program Coordinator and Departmental Chair.
  6. Once the topics have been decided upon, the advisor/ student will secure the agreement of at least, one other graduate faculty who will serve as a mentor/ tutor and will meet with the student at least three times to provide guidance in the preparation of the paper. The student’s advisor has overall responsibility for supervision of the student’s work on the papers.
  7. It is intended that the process of writing these papers should be a significant learning experience for the student and will be conducted in a nurturing and supportive relationship between the student and the faculty to whom the student has been assigned. Students are advised to seek help and to consult frequently with their advisors at all stages of the preparation of these papers. It is the responsibility of the student to request the help needed and to request to have meetings scheduled with his/her advisors.
  8. The three papers should normally be completed within the semester in which the student registered for comprehensive examinations. The student is required to obtain a Pass on all three papers before the Graduate School is advised that the student has passed the comprehensive examination.
  9. The requirements of the comprehensive examination are rigorous and demanding and students are advised to be mindful of that fact when registering for other courses during the semester in which he/she plans to take the comprehensive examination.

Assessment Procedures

  1. Three faculty readers will be rate each paper, from within the Department of Teacher Education and Administration and from the Mathematics/ Science Departments, using specified criteria and guidelines. Following are the categories to be used in assessment:

    Award of a Pass by at least two readers is required for the student to be deemed as having passed a paper.

  2. When the papers have been assessed, an oral examination will be scheduled, in which the student will be questioned by a panel consisting of the student’s advisor and at least ONE other Faculty member, to be selected by the Program coordinator. The oral examination will assess the candidate’s ownership of the ideas contained in the papers.
  3. The student and Graduate school will be notified of the results of the examination within 30 days of submission of the papers.
  4. In case of failure, the student will be given the opportunity to discuss the reason(s) for failure and will be given the opportunity to re-submit the failed paper(s) once. Failure to pass the comprehensive examinations on the second attempt will constitute dismissal from the program.
  5. The student has the right to appeal a failing grade. Such appeal should be made to the Program Coordinator, Department Chair and finally to the Deans of the School of Education and Urban Studies and the Graduate School.

Practicum
The practicum is designed to serve two important purposes.

  1. It provides doctoral students with opportunities to develop some of the skills that they need in order to function in leadership roles in mathematics and science education.
  2. It is one of the means by which these doctoral programs can serve to fulfill Morgan’s mission to impact positively the educational settings which it serves. The practicum ensures that students begin to do this even before they graduate.

Structure

  1. The practicum involves the design and implementation of an intervention at the level of Mathematics/ Science education in which the student has chosen to specialize.
  2. Working with her/his advisor, the student must specify an aspect of Mathematics/ Science teaching, which will be the subject of the proposed intervention.
  3. Such interventions as:
    • a unit developed to teach a specific concept in Mathematics/ Science
    • a unit based on a specific teaching methodology
    • a teachers’ workshop in Mathematics/ Science

    are examples of suitable projects.*

  4. The student designs the intervention and submits it to her/his advisor for approval before it is implemented. The responsibility for negotiating access to an educational setting for the implementation of the intervention is primarily the responsibility of the student but the student may seek the assistance of the Department in this regard.
  5. The advisor will visit the student at least once during the enactment of the implementation.
  6. The student must submit a written report of the enactment of the intervention. The report should be organized under the following broad heading:
    1. Objectives
    2. Content/ Methodology
    3. Theoretical Basis
    4. Evaluation
    5. Bibliography
  7. Assessment of the Practicum will be made on the basis of the report as well as on the enactment of the intervention as seen during the advisors visit. The development of specific guidelines for assessment will be an activity between the student and her/his advisor.
  8. The Practicum will normally be undertaken after the student has completed a minimum of 9 credit hours of the mathematics/ science Education component of the program.
  • Opportunities exist for students to undertake the Practicum through established programs being run by the Department e.g. teachers’ workshops or student camps run by the Center for Excellence in Mathematics and Science Education.

COMPLETION OF RESEARCH AND DISSERTATION

The development and defense of a dissertation is the culmination of a terminal degree program. The successful student begins work on the dissertation during the first course of the Doctoral Program. Every class assignment- from the first contemporary research projects- should lead toward an intellectual fruition of the dissertation.

The process for completing the final stage of the Doctoral Program includes the following steps:

Prior to proposing the members of the Dissertation Committee and deciding upon an area for the research, the student must explore ideas with the faculty member whom the student would like to propose as Chairperson of the Dissertation Committee. The critical intellectual exchange and exploration of various topics should also take place in the Doctoral Program. During this period of exploration, the student must review the literature in order to be familiar with what others have done in the area of interest.

AFTERWORD

The Program Coordinator and graduate faculty in the Graduate Programs in Mathematics and Science Education are committed to making your scholarship in this program an enlightening and rewarding experience for you. We demand excellence in scholarship from all our students and we aim for excellence in providing you with support and resources that you need to achieve it. Welcome to Morgan!

APPENDICIES