One of former MICA students, Dr. Laura Broley (BSc ”13) is now a visiting post-doc fellow here in the Department of Mathematics and Statistics. Please see her story in the Brock News. Congratulations to Dr. Broley on her continuing success!
News and events
Our Statistics Master student Brayden Prentice was hired as a Methodologist by Statistics Canada starting September 2020, Congratulations to Brayden!Categories: News
Friday, June 19, 2020, 11:00 am – 12:30 pm EDT
Celia Hoyles & Richard Noss University College London, UK
Mapping a Way Forward for Computing and Mathematics: Reflections on the UCL ScratchMaths Project
In England, computing (including a sizeable component of programming) is compulsory for all students from age 6 to 16 years old. In this talk, we briefly describe the UCL ScratchMaths research project, which started in 2014, and developed a 2-year curriculum for 9-11year olds in England aligned to the mandatory national computing and national mathematics primary curricula. We will share the project’s findings derived from its internal and external evaluations, reflect on limitations, offer what we judge to be exemplary tasks and finally, suggest fruitful next steps for research and practice.
FREE registration – visit the MKN website
Prof. Chantal Buteau is co-hosting, with Prof George Gadanidis (Western University), an international online seminar series on Programming in Mathematics Education starting June 19 until August 28, 2020. See the attached poster program.
Registration is free: http://mkn-rcm.ca/online-seminar-series-on-programming-in-mathematics-education/.
At the first seminar held on June 19, 166 registrations from 24 countries had been received (registrations continue to arrive as the series continues). This seminar aims at the following demographics: half academics, a quarter graduate and undergraduate students, and a quarter elementary and secondary school teachers and leaders.
The series is funded in part by the Mathematics Knowledge Network (MKN), hosted a the Fields Institute and financed by the Ontario Ministry of Education, and the Social Sciences and Humanities Research Council of Canada (S.S.H.R.C).
All seminars are recorded and available on the MKN website (URL from above).
For inquiry, please contact Prof Buteau at cbuteau [AT] brocku.ca
Our Masters students Benjamin and Simon Earp-Lynch have been awarded the Governor General’s Gold Medal Award at Brock’s Virtual Spring Convocation. They jointly achieved the highest academic average for a graduate student in their program. For more details, please see this story in the Brock News.
Congratulations Simon and Benjamin! We wish you to continue your success at Carleton University.
The Department of Mathematics and Statistics would like to invite anyone interested, including graduate students, to a Colloquium Talk by Dr. Michelle Molino on Friday March 13, 2020 from 4:00 to 5:00 PM. The talk will take place in Mackenzie Chown J-block 430 and is entitled An introduction to Algebraic Geometry. Undergraduate students are encouraged to attend.
What is Algebraic Geometry, and why should we study it? In this first seminar, we will introduce the main concepts of Algebraic Geometry at an undergraduate level. We will define the objects of study in this subject, such as the systems of algebraic equations and their sets of solutions, and study the geometry of conics as motivation for the projective plane.
The Department of Mathematics and Statistics would like to invite anyone interested, including graduate students, to a Colloquium Talk by Dr. Basil Nanayakkara on Wednesday March 4, 2020 from 2:00 to 3:00 PM. The talk will take place in Thistle 253 and is entitled Galois Descent and Hilbert’s theorem 90. Graduate students are encouraged to attend.
After discussing Galois Descent and nonabelian group cohomology, we’ll state a major theorem in Galois Descent without proof. (This theorem will be proven in a future talk, if there is sufficient interest.) Hilbert’s Theorem 90 will be deduced from the said theorem.
The Department of Mathematics and Statistics would like to extend its well wishes to one of our former M.Sc. Mathematics students, Matthew Babela. Matthew will be starting as an Instructional Support Coordinator at the University of Waterloo. Congratulations Matthew! We appreciate all the work you have done for the Department as a student as well as a part-time instructor. We wish you all the best!
On Monday, January 27th 2020, the Dean of the Faculty of Mathematics and Science invited members to the 6th Annual Celebration of Excellence. One of our members of the Department of Mathematics and Statistics, Basil Nanayakkara, was recognized by the students of the Faculty of Mathematics and Science Council for the Teaching & Student Engagement Award. Basil received this award due to his excellence in teaching and his commitment to helping his students understand challenging material. This is the second time he has been the recipient of this award. In 2014, with a completely different set of undergraduate students, he had also been their choice. Congratulations Basil!
The Department of Mathematics and Statistics was honoured by the Dean for achieving the highest financial surplus in the Faculty with the Highest Departmental Surplus Award. The Chair of Mathematics and Statistics, Dr. Thomas Wolf, wishes to thank the Dean for recognizing us and all members of the Department for their contribution.
The Department of Mathematics and Statistics would like to invite graduate students as well as anyone else interested to a talk by Dr. Michelle Molino entitled An introduction to Symmetric Determinantal Varieties. The talk will take place on Monday February 3 from 12:30 PM to 1:30 PM and be held in Thistle room 240. Graduate students are encouraged to attend. Note: This post has been updated to a new time and location for the talk.
In this talk, we will introduce the definition, main results, and properties of symmetric determinantal varieties. In addition, we are going to define the multiplicity of a pair of modules, and calculate such multiplicity for a special pair of modules (Jacobian and Normal modules) associated with a symmetric determinantal variety. Finally, we will show the connection between this multiplicity and the Singular Theory.