The approach is also applied by the M-matrix system described in [4], the analog form of which can be obtained by a Monte Carlo simulation. Results are found to give reasonable bounds (0.04) for the M-matrix responses for systems with and without time dilation. B. LIDS- P-1496 THE MATRIX SYSTEM DERIVED FROM METAMERIC SCALING A.C. Knight, M.C. Wain, and D.J. Smith 1 1. Computational Mathematics Laboratory, Department of Computer Science, Harvard University, Cambridge, MA 02138. 2. Electronic Devices Division of GE Electronics Corporation, Boston, MA 02. 3. National Research Council, Department of Education, Washington, D.C. 20420. 4. Department of Engineering, University of California, Santa Barbara, CA 93110. 5. University of Delaware, Newark, DE 19801. 6. Department of Information Science and Technology, University of Illinois, Urbana-Champaign, IL 61802. 7. Institute of Electrical and Electronics Engineers, U.E. London, U.K. IP. 8. University of Tokyo, Japan. 9. Department of Mathematics, University of St. Andrews, Scotland. 10. Department of Mathematics, University of Sussex, Brighton, UK. 11. Department of Applied Mathematics and Theoretical Physics, University of Edinburgh, Edinburgh, UK. Authors' Addresses: The Department of Electrical Engineering and Computer Science P. Pennington School of Engineering, Harvard University, Cambridge, Massachusetts 02138 D.L. Wyatt, Jr., Director, Department of Electrical Engineering 2200 Leland Road, Cambridge, MA 02139 B. Pennington School of Engineering 1331 S.W. Mud Bldg., Columbia University, New York, NY 10027 D. Lids-P-1482 THE LANGUAGE DESIGN FOR CONVICTION OF BOMB EXPLOSIONS IN CUSTOM RECOIL SYSTEMS J. D. Sorenson, D. LIDS- P-1494 THE USE IN CINEMA OF ENERGY RESOURCES IN TACTICAL ASSETS J. R. DREW, D.
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LIDS-P-1492 STEP RESPONSE BOUNDS FOR SYSTEMS DESCRIBED BY M-MATRICES, WITH APPLICATION TO TIMING ANALYSIS OF DIGITAL MOS CIRCUITS J.L. Wyatt, Jr., C.A. Murkowski, and P. Pen field, Jr.1 1. 2. Department
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