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  • AARMS Industrial Problem Solving Workshop 2019

    University of New Brunswick (Fredericton Campus) Fredericton, New Brunswick, Canada

    The Atlantic Association for Research in the Mathematical Sciences (AARMS) will host its second Industrial Problem Solving Workshop (IPSW) from July 15 to 19 at the University of New Brunswick.  At this event, representatives from companies and non-profits from Atlantic Canada

  • Minisymposium for the annual meeting of the Society for Mathematical Biology

    McGill University Montreal, Quebec, Canada

    Since the pioneer work of Fisher and KPP, Wave Propagation in Biological Media has been widely studied in various mathematical models establishing the movement or invasion of species in heterogenous media or the spread of infectious disease among species. Recently,

  • Diversity in Mathematics: an undergraduate summer school for women in mathematics

    PIMS at UBC and SFU Vancouver, British Columbia, Canada

    This is a multi-year, multi-level approach to promoting diversity and inclusivity in STEM. The annual two-week program will encompass two concurrent, partially overlapping events targeting two distinct groups: 1. A summer school for top undergraduate women from across Canada and

  • Nonassociative algebras and geometry

    Bonne Bay Marine Station, MUN 1 Clarke's Rd, Norris Point, NL, Canada

    The workshop is dedicated to recent developments in the theory of nonassociative algebras with emphasis on applications and relations with associated geometries (e.g. simple non-associative algebras, gradings and identities on Lie algebras, algebraic cycles and Schubert calculus on the associated

  • East Coast Combinatorics Conference

    Saint Francis Xavier University 4130 University Avenue, Antigonish, Nova Scotia, Canada

    The ECCC is an annual conference designed to support and bring together researchers in mathematics and computer science interested in all aspects of combinatorics. A unique feature is the workshop like atmosphere which encourages active collaboration and participation of faculty

  • Workshop: Agent based Models and the mathematical equations that describe them

    Fredericton Convention Centre 670 Queen Street, Fredericton, New Brunswick, Canada

    This workshop will clarify the relationship between Agent Based Models (ABMs) and familiar equations from mathematical ecology. This is a hands-on workshop where participants will run and analyze computer code. Mathematical approximations to ABMs are valuable because they (1) reduce

  • Symposium: The Future of Evolutionary Game Theory

    Fredericton Convention Centre 670 Queen Street, Fredericton, New Brunswick, Canada

    This symposium will explore the analysis and application of game theoretical models to problems in evolutionary ecology. Special emphasis is placed on the dynamics of strategy change, as in evolutionary systems payoffs to players change the distribution of strategies in

  • CANSSI National Case Study Competition 2019

    University of New Brunswick (Fredericton Campus) Fredericton, New Brunswick, Canada

    Judging for the Atlantic regional participants in the 2019 CANSSI National Case Study Competition will take place at UNB Fredericton on Wednesday, October 9 from 4-7pm. This datathon gives opportunities for students to undertake creative modelling in a real-world problem

  • Borders in public health and mathematical epidemiology

    Fields Institute 222 College St., Toronto, Ontario, Canada

    Most research in Mathematical Epidemiology focuses on infectious disease characteristics within local, isolated populations and geographic regions. However, infectious diseases are not confined to small regions. They cross borders, affecting multiple populations, jurisdictions, and governments. This workshop aims to foster

  • Surface Braid Groups and Mapping Class Groups

    Memorial University (St. John's Campus) St. John's, Newfoundland and Labrador, Canada

    Mini course by Professor Paolo Bellingeri Université de Caen Surface braid groups are a natural generalization of classical braid groups and of fundamental groups of surfaces. They were first defined by Zariski during the 1930's (although braid groups on the