Learning and Memory

Learning and Memory : A Biological View

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This book presents a comprehensive, up-to-date overview of brain*b1behavior relations as they bear on learning and memory. The structure of memory is investigated from a diversity of approaches, including anatomical, pharmacological, electrophysiological and lesions, and through the use of different populations, such as invertebrate, vertebrate, and human.
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Product details

  • Paperback | 464 pages
  • 154.7 x 229.4 x 27.4mm | 846g
  • Academic Press Inc
  • San Diego, United States
  • English
  • Revised
  • 2nd Revised edition
  • 0124749933
  • 9780124749931

Review quote

The coverage is broad, but to the point, and well written. --DENNIS DAHL, The University of Texas at Dallas
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Table of contents

Parametrization for data approximation, L. Alt; a vector spline approximation with application to meteorology, L. Amodei and M.N. Benbourhim; kernel estimation in change-point hazard rate models, A. Antoniadis and G. Gregoire; spline manifolds, M. Atteia; use of simulated annealing to construct triangular facet surfaces, G. Baszenski and L.L. Schumaker; G1 and G2 continuity between (SBR) surfaces, J.L. Bauchat, et al; ray tracing rational parametric surfaces, L. Biard and P. Chenin; energy-based segmentation of sparse range data, T.E. Boult and M. Lerner; error estimates for multiquadric interpolation, M.D. Buhmann and N. Dyn; a geometrical analysis for data compression of 3-D anatomical structures, V. Burdin, et al; Ck continuity of (SBR) surfaces, J.C. Canonne, et al; a note of piecewise monotonic bivariate interpolation, R.E. Carlson and F.N. Fritsch; real-time signal analysis with quasi-interpolatory splines and wavelets, A.K. Chan and C.K. Chui; polynomial expansions for cardinal interpolants and orthonormal wavelets, C.K. Chui, et al; real-time pipelined spline data fitting for sketched curves, E. Cohen; remarks on digital terrain modeling accuracy, Y. Correc and A. Le Mehaute; convexity and Bernstein-Bezier polynomials, W. Dahmen; how to draw a curve using geometrical data, J.P. Dedieu and Ch. Favardin; the generation of an aerodynamical propeller using partial differential equations, C. Dekanski, et al; the generation of an aerodynamical propeller using partial differential equations, C. Dekanski, et al; fast computation of cross-validated robust splines and other non-linear smoothing splines, L.N. Deshpande and D. Girard; Szasz-Mirakyan quasi-interpolants, A. Tidjane Diallo; statistical check on the smoothing parameter of a method for inversion of fourier series, M. Di Natale, et al; a general method of treating degenerate bezier patcher, W.-H. Du and F.J.M. Schmitt.
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