Leadership in TESOL

This course examines leadership from several perspectives in the field of TESOL, including program management, professional organizations, and teacher training.

Internship

A 100-hour teaching internship, including design of an action research project. With approval, students may elect to do the TESL Canada Level-3 Certificate option or the International Internship option, which is typically conducted outside of Canada.

Internship

A 100-hour teaching internship, including design of an action research project. With approval, students may elect to do the TESL Canada Level-3 Certificate option or the International Internship option, which is typically conducted outside of Canada.

e-Mentor

Students work with an eMentor, an accomplished professional in the field of ESL/EFL. Each eConsultation focuses on a different aspect of the student's internship, depending on the nature of the class setting of the internship. Likewise, eMentors are chosen based on the specialization of the student.

e-Mentor

Students work with an eMentor, an accomplished professional in the field of ESL/EFL. Each eConsultation focuses on a different aspect of the student's internship, depending on the nature of the class setting of the internship. Likewise, eMentors are chosen based on the specialization of the student.

e-Portfolio

Students complete an initial ePortfolio based on their course work in the M.A. TESOL program and their accumulated professional experience thus far.

e-Portfolio

Students complete an initial ePortfolio based on their course work in the M.A. TESOL program and their accumulated professional experience thus far.

Thesis I for TESOL

Thesis I for TESOL

Thesis II for TESOL

Thesis II for TESOL

Survey of Linguistics Theories

This course introduces students to a wide range of linguistic theories. Students read and discuss original works written from various perspectives and gain in the process a clearer appreciation for the range of views that exist concerning the nature of human language and its syntactic, semantic, phonological, and discourse properties.

Topics in Morphology & Syntax

An article based course providing an in-depth exploration of current issues in the linguistic subfields of Morphology and Syntax. The types of topics addressed include: wordhood, clitics, grammatical relations, voice, valence, transitivity, noun incorporation, control constructions, raising, reflexivity & reciprocalization, complementation, evidentiality, secondary predication, and iconicity & economy. Students apply the acquired knowledge in producing a major paper.

Advanced Field Methods

In this course, students transcribe, organize, and analyze language data and prepare a written description of phonological, morphosyntactic, or discourse features of the language. The course focuses on applying effective fieldwork methodologies.

Academic Writing in Linguistics

This course develops skills in academic writing for linguistics, including articles, abstracts, theses, books, etc.

Academic Writing in Linguistics

This course develops skills in academic writing for linguistics, including articles, abstracts, theses, books, etc.

Tone Analysis

This course introduces students to a methodology of tone analysis, incorporating the insights of current theoretical approaches. Students also learn to apply insights from the analysis of a tone system to developing practical orthographies.

Discourse Analysis

This course focuses on the question of how speakers of a given language effectively accomplish their communicative goals through the strategic use and shaping of language in both written and oral discourse. Students learn to identify different discourse genres, to chart texts for analysis, to discern hierarchical units within the macrostructure of a text, and to describe features of cohesion and participant reference, as well as identifying strategies in language for establishing the relative prominence of various streams of information. Special attention is paid to the interaction between alternate syntactic forms and their varying pragmatic functions in context.

Topics in Linguistics

An examination of special topics or issues in linguistics that are not covered in depth in other courses.

Topics in Linguistics

An examination of special topics or issues in linguistics that are not covered in depth in other courses.

Comprehensive exam

Every non-thesis student in the MA Linguistics program is required to write a comprehensive exam in the last semester of their program. Contact the program director for details.

Comprehensive exam

Every non-thesis student in the MA Linguistics program is required to write a comprehensive exam in the last semester of their program. Contact the program director for details.

Linguistics Thesis I

The student, in frequent consultation with his/her advisor, selects a thesis topic and writes a thesis proposal. Once the proposal has been accepted by the student's thesis advisory committee, he/ she begins writing the thesis. There are no formal classes.

Linguistics Thesis I

The student, in frequent consultation with his/her advisor, selects a thesis topic and writes a thesis proposal. Once the proposal has been accepted by the student's thesis advisory committee, he/ she begins writing the thesis. There are no formal classes.

Linguistics Thesis II

The student, in consultation with his/her advisor, works towards completion of the thesis. Upon completion, the thesis must be defended orally before an examining committee. There are no formal classes.

Linguistics Thesis II

The student, in consultation with his/her advisor, works towards completion of the thesis. Upon completion, the thesis must be defended orally before an examining committee. There are no formal classes.

MLING Thesis Continuation

Continuing Registration maintains the student’s enrolment in the program and is taken only when all required courses are complete and only as a continuation of an incomplete thesis. Although no credit is given for it, a fee is charged for each semester of enrolment.

MLING Thesis Continuation

Continuing Registration maintains the student’s enrolment in the program and is taken only when all required courses are complete and only as a continuation of an incomplete thesis. Although no credit is given for it, a fee is charged for each semester of enrolment.

Mathematics for Business

Basic concepts in mathematics with applications in business. Topics include elementary counting and probability, variables, equations and functions, interest rates, annuities, and loan calculations. The course is aimed at business students and serves to enhance a student's understanding of mathematics and its usefulness in a business environment.

Mathematics for Business

Basic concepts in mathematics with applications in business. Topics include elementary counting and probability, variables, equations and functions, interest rates, annuities, and loan calculations. The course is aimed at business students and serves to enhance a student's understanding of mathematics and its usefulness in a business environment.

Introduction to Probability & Statistics

Students will explore probability theory, descriptive and inferential statistics at an introductory level; applications are taken from a wide range of disciplines. Topics include descriptive analysis, scientific visualization, sets, permutations and combinations, probability, discrete and continuous distributions (e.g. binomial, normal, t), confidence intervals, hypothesis testing, correlation and linear regression. Not for credit towards a major, concentration, or minor in Mathematics.

Introduction to Probability and Statistics

Students will explore probability theory, descriptive and inferential statistics at an introductory level; applications are taken from a wide range of disciplines. Topics include descriptive analysis, scientific visualization, sets, permutations and combinations, probability, discrete and continuous distributions (e.g. binomial, normal, t), confidence intervals, hypothesis testing, correlation and linear regression. Not for credit towards a major, concentration, or minor in Mathematics.

Pre-Calculus Mathematics

An introduction to the tools essential for the study of calculus. Topics include algebra, trigonometry, exponents, logarithms, functions, graphs, conics, and plane analytic geometry. This course is taken by Science majors whose screening test during registration indicates they are not ready to take MATH 123.

Pre-Calculus Mathematics

An introduction to the tools essential for the study of calculus. Topics include algebra, trigonometry, exponents, logarithms, functions, graphs, conics, and plane analytic geometry. This course is taken by Science majors whose screening test during registration indicates they are not ready to take MATH 123.

Statistics for Health Care Students

Students specializing in the field of nursing will explore applied statistics at an introductory level. The focus is on developing the conceptual aspects of the subject rather than the mathematical foundations and assumes no prerequisite except elementary algebra. Topics include descriptive statistics, probability, the normal, t-, chi-square and F-distributions, confidence intervals, hypothesis testing, correlation, and regression. Applications are directed towards health and biological studies.

Statistics for Health Care Students

Students specializing in the field of nursing will explore applied statistics at an introductory level. The focus is on developing the conceptual aspects of the subject rather than the mathematical foundations and assumes no prerequisite except elementary algebra. Topics include descriptive statistics, probability, the normal, t-, chi-square and F-distributions, confidence intervals, hypothesis testing, correlation, and regression. Applications are directed towards health and biological studies.

Calculus I

This course addresses functions, limits and continuity, derivatives and applications, and integrals and applications.

Calculus I

This course addresses functions, limits and continuity, derivatives and applications, and integrals and applications.

Calculus II

Transcendental functions, integration techniques, polar co-ordinates, sequences, series, and Taylor series.

Calculus II

Transcendental functions, integration techniques, polar co-ordinates, sequences, series, and Taylor series.

Introduction to Discrete Math

An introduction to those branches of pure mathematics which are most commonly used in the study of Computing Science and/or have other practical applications. Topics include logic, proofs, switching circuits, set theory, induction, functions, languages, finite automata, combinatorics, and algebraic structures.

Introduction to Discrete Math

An introduction to those branches of pure mathematics which are most commonly used in the study of Computing Science and/or have other practical applications. Topics include logic, proofs, switching circuits, set theory, induction, functions, languages, finite automata, combinatorics, and algebraic structures.

Mathematics for Elementary Teachers

Mathematical concepts and topics that undergird the elementary school mathematics curriculum. Topics include principles and applications of number systems, sets, equations, linear programming, geometry, and mathematical proof within a historical and societal context. It may not be used to meet a mathematics requirement in any other program. Students are responsible for checking the mathematics requirements of the school at which they intend to take their professional year, as they may be different from those required to obtain a teaching certificate.

Mathematics for Elementary Teachers

Mathematical concepts and topics that undergird the elementary school mathematics curriculum. Topics include principles and applications of number systems, sets, equations, linear programming, geometry, and mathematical proof within a historical and societal context. It may not be used to meet a mathematics requirement in any other program. Students are responsible for checking the mathematics requirements of the school at which they intend to take their professional year, as they may be different from those required to obtain a teaching certificate.

Mathematics, History & Culture

Investigates the history of some of the principal mathematical societies, including ancient Egypt, Babylon, and Greece; pre-modern Islamic societies, India, and China; indigenous cultures; and the modern west, providing context for students’ performance of arithmetic, algebra, and geometry. Students shall discover how mathematics is shaped by, and itself shapes, historical movements, philosophical positions, and issues of faith

Mathematics, History & Culture

Investigates the history of some of the principal mathematical societies, including ancient Egypt, Babylon, and Greece; pre-modern Islamic societies, India, and China; indigenous cultures; and the modern west, providing context for students’ performance of arithmetic, algebra, and geometry. Students shall discover how mathematics is shaped by, and itself shapes, historical movements, philosophical positions, and issues of faith

Probability & Statistics I

An introduction to the theory and application of probability and statistics for students who have experience with calculus. Topics include data collection, descriptive statistics, probability, random variables and standard distributions, central limit theorem, hypothesis tests, interval estimates, and linear regression. Computer software will be used to display, analyze, and simulate data. The focus will be on biostatistics with applications using data from the life sciences.

Probability and Statistics I

An introduction to the theory and application of probability and statistics for students who have experience with calculus. Topics include data collection, descriptive statistics, probability, random variables and standard distributions, central limit theorem, hypothesis tests, interval estimates, and linear regression. Computer software will be used to display, analyze, and simulate data. The focus will be on biostatistics with applications using data from the life sciences.

Calculus III

Multivariate calculus. Topics include vectors, vector functions and derivatives; curves; partial and directional derivatives; Lagrange multipliers; double and triple integrals; spherical and cylindrical co-ordinates; vector integrals, Green's Theorem, and surface integrals.

Calculus III

Multivariate calculus. Topics include vectors, vector functions and derivatives; curves; partial and directional derivatives; Lagrange multipliers; double and triple integrals; spherical and cylindrical co-ordinates; vector integrals, Green's Theorem, and surface integrals.