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    AuthorBanerjee, Rabindra Nath (1)Krettmann, Jurgen (1)Mann, Patrick J. (1)Pickering, Douglas (1)Saha, Tushar Kanti (1)Wen, Yandan (1)Yuen, Kar-Wing (1)SubjectNumerical analysis (2)Algorithms (1)Approximation theory (1)Chebyshev approximation (1)Combinations (1)Convex domains (1)FAPIN (Algorithm) (1)Formal languages (1)Lattice theory. (1)Machine theory (1)... View MoreDate Issued1980 (2)1981 (1)1982 (1)1985 (1)1987 (1)1988 (1)Discipline
    Mathematical Sciences (7)

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    Some properties of Eulerian family of polynomials 

    Yuen, Kar-Wing (1980)
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    Computation using s-programs 

    Wen, Yandan (1987)
    The concepts of S and Sn programs are given by Davis, Weyuker, 1983. Several parts of the complexity theory are carried out directly for S and Sn programs. The concepts of non-deterministic and deterministic computation ...
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    Abstract convexity in metric spaces 

    Saha, Tushar Kanti (1985)
    Convexity in metric space is the main topic of discussion in this thesis. To undertake the study we have studied extensively the means introduced by Doss and included the results concerning means derived by Gahier ...
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    Parallel algorithms for the iterative solution of large sparse linear systems 

    Krettmann, Jurgen (1982)
    In this thesis we are concerned with iterative parallel algorithms for solving finite difference equations arising from boundary value problems. We propose various new methods based on approximate inverses. The Jacobi ...
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    Best approximation in L1 [T,...] 

    Mann, Patrick J. (1980)
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    Approximate inverse based multigrid solution of large sparse linear systems 

    Banerjee, Rabindra Nath (1988)
    In this thesis we study the approximate inverse based multigrid algorithm FAPIN for the solution of large sparse linear systems of equations. This algorithm, which is closely related to the well known multigrid V-cycle, ...
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    Arguesian lattices of order 3 

    Pickering, Douglas (1981)
    Since the mid 19th century it has been known that every Desarguean projective’ plane is coordinatizable over a division ring. This coordinatization procedure was used by von Neumann [9] to show that every complemented ...

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