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 REFERENCES
Note: OCR errors may be found in this Reference List extracted from the full text article. ACM has opted to expose the complete List rather than only correct and linked references.
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BABUSKA, I. The self-adaptive approach in the finite element method In The Mathematws of Finite Elements and Applwattons Ii, MAFELAP 1975, J. R. Whiteman, Ed, Academic Press, New York, 1976, pp. 125-142.
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BABUSKA, I., AND AZIZ, A K. Survey lectures on the mathematical foundations of the finite element method The Mathematical Foundations of the Finite Element Method w~th Apphcat~ons to Parttal D~fferent~al Equattons, A. K Aziz, Ed., Academic Press, New York, 1972, pp 3-359.
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BABU~KA, I., RHEINBOLDT, W., AND MESZTENYI, C Self-adaptive refinement in the finite element method. Comptr Sci Tech. Rep. TR-375, U of Maryland, College Park, Md., 1975.
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BABUSKA, I., AND RHEINBOLDT, W. Mathematical problems of computational decisions m the finite element method. Mathematical Aspects of F~n~te Element Methods, Lecture Notes m Mathematws, Vol. 606, Sprmger-Verlag, Berlin, pp 1-26.
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BABUSKA, I, AND RHEINBOLDT, W Computational aspects of finite element analysis. In Mathematwal Software III, J.R. Rice, Ed, Academic Press, New York, 1977, pp. 223-253.
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BABU~KA, I., AND RHEINBOLDT, W. Error estimates for adaptive finite element computations. SIAM J. Numer Anal 15 (1978), 736-754.
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BABUSKA, I., AND RHEINBOLDT, W. A-posteriori error estimates for the finite element method. Int J Num. Meth. Eng. 12 (1978), 1597-1615.
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BABUSKA, I, AND RHEINBOLDT, W. Analysis of optimal finite element meshes in R~. Tech. Note BN-869, Inst. Phys. Scl. Tech., U. of Maryland, College Park, Md. To appear in Math of Comp.
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BABUSKA, i., AND RHEINBOLDT, W. On the rehabihty and optimality of the finite element method. Comptr Scl. Tech. Rep. TR-643, U of Maryland, College Park, Md., April 1978
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BATHE, K J., AND WILSON, E.L. Numerical Methods ~n Finite Element Analysis. Prentice-Hall, Englewood Chffs, N.J, 1976.
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BRANDT, A. Multi-level adaptive solutions to boundary-value problems Math Comptr. 31 (1977), 333-390
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FITZWATER, D.R The formal design and analysis of distributed data-processing systems. TR-295, Comptr. Scl. Dept., U. of Wisconsin, Madison, Wls., 1977.
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FITZWATER, D.R., AND ZAVE, P. The use of formal asynchronous process specifications in a system development process. Proc Sixth Texas Conf Comptng. Syst., 1977.
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GALLAGHER, R.H. Computerized structural analysis and design--the next twenty years. Keynote Lecture, Second Nat. Syrup. Computerized Structural Analysis, George Washington U., Washington, D.C., 1976
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GORDON, W.J. Blending-function methods for bivarlate and multivariate interpolation and approximation SIAM J. Num Anal. 8 (1971), 158-177.
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PILKEY, W, SACZALSKI, K, AND SCHAEFFER, H, Eds Structural Mechanics Computer Programs, Survey, Assessments and Avadabdtty. U. of Virginia Press, Charlottesville, Va., 1974.
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SCHREM, E Fimte element software m the next decade Proc. World Congress Finite Element Method, Bournemouth, England, 1975.
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ZAVE, P., AND FITZWATER, D.R. Specification of asynchronous interactions using primitive functions. Submitted for pubhcatlon.
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CITED BY 8
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Ivo Babuska , Werner C. Rheinboldt, On A System For Adaptive, Parallel Finite Element Computations, Proceedings of the 1978 annual conference, p.480-489, December 04-06, 1978, Washington, D.C., United States
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Pamela Zave , George E. Cole, Jr., A Quantitative Evaluation of the Feasibility of, and Suitable Hardware Architectures for, an Adaptive, Parallel Finite-Element System, ACM Transactions on Mathematical Software (TOMS), v.9 n.3, p.271-292, Sept. 1983
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