Acadia ALERT - Campus Closed (Weather)

Today, Tuesday, January 27, 2026, Acadia University will remain closed, with the exception of residences and Wheelock Dining Hall, due to the current campus and travel conditions. Wheelock Dining Hall may adjust their hours and any change in hours will be communicated through Residence Life.

Employees and students are not expected to come to campus and only employees deemed essential are required to report to work. Non-essential employees are not expected to work during the closure. Any events scheduled for today will be postponed or cancelled.

Updates will be posted on www.acadiau.ca and pre-recorded on Acadia’s Information Line: 902-585-4636 (585-INFO) and on 585 phone system voicemail. If you need emergency-related information, please contact the Department of Safety and Security by dialing 88 on all 585-phone systems, or by calling 902-585-1103.

If you have any questions, please contact:

Acadia University

Department of Safety & Security

902-585-1103

security@acadiau.ca

(Tuesday January 27, 2026 @ 9:42 am)

Acadia Physics Seminar: Matrix Mechanics without Matrices?

January 30, 2026 (12:30 pm)

Location: Huggins Science Hall Room 206


In 1925 Werner Heisenberg published a paper (known as the “Umdeutungs paper”) that introduced matrix mechanics and is generally considered a major step towards a modern formulation of quantum theory. History-of-science folklore has it that the inventor of matrix mechanics knew nothing of matrices when writing the paper, which raises the question: how does one invent matrix mechanics without knowing about matrices? And isn’t matrix algebra part of every physicist’s undergraduate education as a matter of course? To answer these questions, we will retrace Heisenberg’s reasoning and take a look at the history of matrix theory and its adoption in education.
 
Holger Teismann came to Canada almost 30 years ago as a postdoc at the University of Victoria. He has been teaching mathematics ever since and still thoroughly enjoys doing it. His research interests include partial differential equations and their applications, as well as quantum control and information theory.