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By Abbas Kiarostami

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7. T H Cormen et al. Introduction to Algorithms. MIT Press, 1990. 8. F Crick and C Koch. The problem of consciousness. Special Issue of Scientific American: Mind and Brain. W H Freeman, 1992. 9. E R Dougherty and P A Laplante. Introduction to Real-Time Imaging. IEEE Press, 1995. 10. H K Garg. Digital Signal Processing: Number Theory, Convolution, Fast Fourier Transforms, and Applications. CRC Press, 1998. 11. G H Golub and C F Van Loan. Matrix Computations, Second Edition The Johns Hopkins University Press, 1989.

Special Issue of Scientific American: Mind and Brain. W H Freeman, 1992. 9. E R Dougherty and P A Laplante. Introduction to Real-Time Imaging. IEEE Press, 1995. 10. H K Garg. Digital Signal Processing: Number Theory, Convolution, Fast Fourier Transforms, and Applications. CRC Press, 1998. 11. G H Golub and C F Van Loan. Matrix Computations, Second Edition The Johns Hopkins University Press, 1989. 12. R L Graham et al. Concrete Mathematics: A Foundation for Computer Science. Addison-Wesley, 1989.

On the other hand, there are matrix algorithms of lesser asymptotic complexity. Historically, the first was Strassen's 0{n'^'^^) algorithm [41]. However, due to the multiplicative constants absorbed by the 0-notation, the Strassen's algorithm should be used only for n ^ 700 and greater. Have you ever had to multiply matrices that big? Probably not, but if you have they were probably sparse or had some structure. In that case one is best off using a matrix multiplication algorithm designed specifically for such matrices [11, 19].

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A Wolf Lying in Wait (Selected Poems) by Abbas Kiarostami


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