Jason Bland

 Jason Bland

Jason B. Bland

  • Courses4
  • Reviews13

Biography

University of Manitoba - Physics

Sessional Instructor at International College of Manitoba
Higher Education
Jason
Bland
Winnipeg, Canada Area
Trained as a theoretical and experimental research physicist with applied mathematical, analytical and computer programming experience. For the past several years, I have contributed to the international education industry both as a teacher and a leader. I am currently teaching physics while also registered as an occasional student working towards an MBA with a concentration in finance. I value the ethical pursuit of knowledge in all forms.


Experience

  • Self-employed

    Analyst

    Writing Matlab scripts to perform technical analysis of Canadian stocks on the TSX.

  • International College of Manitoba

    Sessional Instructor

    Teaching basic physics.

  • University of Winnipeg

    Graduate Research Assistant

    Optimizing a C code numerical algorithm designed to examine the dimension dependence of scalar field collapse to black holes.

Education

  • University of Manitoba

    Doctor of Philosophy (Ph.D.)

    Theoretical and Mathematical Physics
    My thesis examined the dimension dependence of mass-scaling which occurs during the spherically symmetric collapse of massless scalar field. The work included optimizing a semi-adaptive numerical integration and differentiation routine written in C and analyzing the nature of the self-similarity and scaling of the critical solutions observed in the system. It was found that the scaling parameters in the large dimension limit appear to converge toward an analytical solution of a generic 2 dimensional CGHS action. The study extended the pioneering work of Matt Choptuik, David Garfinkle, and others in the field of numerical relativity. Abstract: http://adsabs.harvard.edu/abs/2007PhDT........85B

  • International College of Manitoba

    Sessional Instructor


    Teaching basic physics.

Publications

  • The 5-D Choptuik critical exponent and holography

    Physical Review D

    We present new results of an improved calculation of the mass scaling exponent in five dimensions with substantially decreased numerical error.