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Neuromathematics of Vision (Paperback, Softcover reprint of the original 1st ed. 2014)
Loot Price: R3,950
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Neuromathematics of Vision (Paperback, Softcover reprint of the original 1st ed. 2014)
Series: Lecture Notes in Morphogenesis
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This book is devoted to the study of the functional architecture of
the visual cortex. Its geometrical structure is the differential
geometry of the connectivity between neural cells. This
connectivity is building and shaping the hidden brain structures
underlying visual perception. The story of the problem runs over
the last 30 years, since the discovery of Hubel and Wiesel of the
modular structure of the primary visual cortex, and slowly cams
towards a theoretical understanding of the experimental data on
what we now know as functional architecture of the primary visual
cortex. Experimental data comes from several domains:
neurophysiology, phenomenology of perception and neurocognitive
imaging. Imaging techniques like functional MRI and diffusion
tensor MRI allow to deepen the study of cortical
structures. Due to this variety of experimental data,
neuromathematematics deals with modelling both cortical
structures and perceptual spaces. From the mathematical point of
view, neuromathematical call for new instruments of pure
mathematics: sub-Riemannian geometry models horizontal
connectivity, harmonic analysis in non commutative groups allows to
understand pinwheels structure, as well as non-linear
dimensionality reduction is at the base of many neural morphologies
and possibly of the emergence of perceptual units.
But at the center of the neurogeometry is the problem
of harmonizing contemporary mathematical instruments with
neurophysiological findings and phenomenological experiments in an
unitary science of vision. The contributions to this book come from
the very founders of the discipline.
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