Tags » Birs

inference with Wasserstein distance

Today, Pierre Jacob posted on arXiv a paper of ours on the use of the Wasserstein distance in statistical inference, which main focus is exploiting this distance to create an automated measure of discrepancy for ABC. 165 more words

Statistics

Canada's mathematical institutes

The School of Athens

January is a busy time for me with teaching, NSERC reviews, and my research and writing projects. With all that activity in mind, I am posting a short blog this week about Canada’s math institutes, intertwined with a few personal stories about them. 810 more words

Allgemein

Remembering Raymond Paley

Paley graphs

Paley graphs play a role in my research, and they are an important family of graphs in combinatorics and graph theory. They are examples of  522 more words

Allgemein

Interview with a mathematician: Nassif Ghoussoub

Nassif Ghoussoub is the founder and current director of the Banff International Research Station, the founding director of the Pacific Institute of Mathematics, and the co-founder of MITACS NCE. 4,860 more words

Allgemein

About Naylor’s panel roundtable regarding Big Science in a Canadian Context

For those not paying attention, David Naylor is leading “Canada’s Fundamental Science Review Panel” which is looking at the state of fundamental science in Canada. Last week, I had a chance to participate at a roundtable of experts in Calgary, where the consultation was about Big and Expensive Science infrastructure.  1,325 more words

R&D Policy

YOU ARE A WOMAN OF QUESTIONABLE CHARACTER !!

The change is far…
YES, that’s it , THE CHANGE IS FAR, don’t you get it ??
………………..The Change is FAR to come in ‘US’. 387 more words

Article

The Submission of BIRS and Canada’s Mathematical Sciences Institutes to Canada’s Fundamental Science Review

The Mathematical Sciences are the foundation of any advanced research ecosystem, and Canada’s mathematical sciences institutes have been instrumental in supporting this ecosystem. They do so by providing scientific leadership, by developing coherent national strategies for mathematical and statistical discovery and innovation, by transcending geographic and disciplinary barriers, by maximizing provincial leveraging, by spearheading international partnerships, and by connecting the research enterprise with the imperatives of providing training and education at all levels. 398 more words

R&D Policy