Michael M. C. Sze

Education

• B.Sc. Mathematics and Physics - University of Hong Kong
• M.S. Mathematics - California State University
• Ph.D. Mathematics - Ohio State University

• Principal and Actuarial Unit Manager, Hewitt Associates, LLC.
  • Retired - 1997.

• Pension and Investment Consultant - Projection Specialist
• Hewitt Associates 1975-September 1996

• Teaching Associate - Ohio State University (1969-1975)
• Teaching Assistant - California State University (1968-1969)
• Teacher - St. Paul's Secondary School - Hong Kong (1964-1968)

• Society of Actuaries
• Member of the Executive Committee (1994-1995)
• Member of the Board of Governors (1994-1997)
• Chairman, Retirement Systems Research Committee (1992-1996)
• Chairman, Social Security Committee (1994-1996)
• American Academy of Actuaries
• Member, Social Insurance Committee (1995-1996)
• Canadian Institute of Actuaries
  • Member, Investment Practice Committee (1995-1996)
• Journal of Actuarial Practice
  • Associate Editor (1994-present)
• Social Security Administration (U.S.)
  • Member of the Technical Panel of the Advisory Council (1994-1996)
• Pension Benefit Guaranty Corporation
  • Member of the Technical Review Panel of the Pension Insurance Modeling System (1996)

• Fellow of the Society of Actuaries (F.S.A.)
• Fellow of the Canadian Institute of Actuaries (F.C.I.A.)
• Member of the American Academy of Actuaries (M.A.A.A.)
• Enrolled Actuary (E.A.)

• "Stochastic Simulation of the financial status of the Social Security Trust Fund in the next 75 years"
  • published in the Report of the 1994-1996 Advisory Council on Social Security
• "The Process of Pension Forecasting"
  • published in Journal of Actuarial Practice
• Study Note on "Pension Projection"
  • published by Society of Actuaries
• "Projected Unit Credit Cost Method" (co-author)
  • in Pension Forum
• "Plan Terminations in Ontario from 1988 to 1993"
  • to be published in Transactions of the Society of Actuaries
• "Markov Processes Associated with Critical Galton-Watson Process with Applications to Extinction Probabilities"
  • published in Journal of Applied Mathematics