2010 to 2000 Lead Software EngineerRaytheon Sudbury, MA 2005 to 2010 Lead Software EngineerBroad Institute for Genome Research Cambridge, MA 2003 to 2004 Computational Biologist, Whole Genome Assembly GroupInfinitive Speech Systems Newton, MA 2001 to 2003 Senior/Lead Software EngineerMirror Image Internet Woburn, MA 1999 to 2001 Senior/Lead Software EngineerLernout & Hauspie Speech Products Burlington, MA 1996 to 1999 Senior Software Engineer, Dictation Division, Recognition Development GroupStone + Wire / Discreet Logic Cambridge, MA 1996 to 1996 Senior Software EngineerIndependent Consulting New Haven, CT 1994 to 1996 ConsultantAT&T Bell Laboratories Whippany, NJ 1989 to 1994 Member of Technical StaffSikorsky Aircraft Stratford, CT 1985 to 1989 Engineer, Airframe Structures Department
Education:
Mechanical Engineering UNIVERSITY OF CONNECTICUT Storrs, CT 1983 to 1985 M.S.YALE UNIVERSITY New Haven, CT 1982 to 1983 M.S.M.E.UNIVERSITY OF CONNECTICUT SCHOOL OF DENTAL MEDICINE Farmington, CT 1980 to 1982 medical sciencesBiology COLBY COLLEGE Waterville, ME 1980 B.A.
Dr. Levine graduated from the Virginia Commonwealth University SOM in 1989. He works in Naples, FL and specializes in Cardiovascular Disease and Interventional Cardiology.
Dr. Levine graduated from the SUNY Downstate Medical Center College of Medicine in 1986. He works in Cos Cob, CT and specializes in Internal Medicine. Dr. Levine is affiliated with Greenwich Hospital.
Virginia Commonwealth University (1989) Internal Medicine VCU Health System (1992) * University of Alabama Birmingham (1996) * University of Alabama Birmingham (1997) * University of Alabama Birmingham (1997) *
A filter synthesizer and method are disclosed for generating and outputting a stable filter from frequency response data, including coherence values. A processing unit has a processor, memory, and stored programs. The processor, operating the modal analysis program, processes the frequency response data, generates orthogonal polynomial data from a cost function of the frequency response data including coherence values, and generates the modal parameters of a transfer function from the orthogonal polynomial data, which represents Forsythe polynomials. The processor generates the orthogonal polynomial data from least squares processing the cost function of the frequency response data, including coherence values. The processor generates the modal parameters, including a pole of the transfer function, and determines an instability condition from the pole. If a pole is unstable, the processor refits the frequency response data to generate a stable transfer function.