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Spatial Navigation

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Title: Spatial Navigation


1
Spatial Navigation
  • Zaneta Navratilova and Mei Yin
  • Theoretical Neuroscience Journal Club

Yoram B., Brookings T. and Fiete I. Triangular
lattice neurons may implement an advanced numeral
system to precisely encode rat position over
large ranges.
2
Temporal Lobe Spatial Memory and Navigation System
  • Sensory information is first processed in primary
    and secondary sensory cortical areas.
  • Cortical areas representing all of the senses is
    input to the temporal lobe association areas,
    including the perirhinal, postrhinal, and
    entorhinal cortex.
  • The entorhinal cortex is the major input to the
    hippocampus.

3
Listening to a single hippocampal neuron.
4
Firing Rate Map
  • Hippocampal neurons are called place cells
  • Their place fields are represented by
    representing their firing rate on a map of the
    environment.

5
Grid Cells in the Medial Entorhinal Cortex
  • Grid cells are active in locations that form a
    hexagonal/ triangular/ rhomboidal grid on the
    environment.

Hafting et. al., 2005
6
Modules of grid cells along the length of the
MEC
  • Grid cells recorded at different places along the
    dorso-ventral axis of the MEC have different
    spacing between vertices of the grid.
  • Neurons recorded at the same location form grids
    with the same orientation and spacing.

7
Applying CRT to grid cells
  • According to Burak et al.
  • Each module of grid cells represents division
    by one modulus (?i).
  • There is N? number of modules
  • Each grid cell is active when the division of
    space coordinates by its modulus results in a
    particular residue (ai) or phase.
  • Note that this means that each residue is
    represented not by a number, but by the identity
    of the active neuron.
  • Thus according to the theory, the identity of the
    active neurons in all of the modules gives enough
    information to localize the animal in a space
    given by the least common multiple of the moduli
    of all of the modules.
  • The location of the animal is additionally coded
    by place cells in the hippocampus, which are each
    active at a given location (xi).

8
Use of information provided by a CRT-scheme of
place coding
  • Burak et al. propose that rats can use the
    information provided by this coding scheme in two
    possible ways
  • Decoding it to allow for path integration over
    large (2x2km) distances.
  • Thus, rats should be able to perform homing
    behaviors in the absence of landmarks over these
    large distances.
  • Using it to apply unique labels to places which
    can be attached to landmarks in the environment.
  • Thus, grid cells should accurately recall the
    phases of firing upon reaching a familiar
    landmark in a large environment from a different
    path.

9
Role of the hippocampus?
  • Both of these functions have
  • previously been assigned to the
  • hippocampus.
  • Is the MEC the path integrator instead?
  • According to this model, the MEC with a CRT-like
    coding scheme has a larger capacity than the 106
    cells of the hippocampus with a sparse coding
    scheme.
  • A lesion of the dorsolateral band of the EC
    impairs rats performance in the water maze
    (Steffanach HI, Witter M, Moser MB, Moser EI,
    2005).
  • Computation of distances to a goal may be more
    efficient via a parallel compartmentalized
    computation.
  • Why do animals need both grid cells and place
    cells?
  • Sparse coding is better for forming random
    associations between places or memories than
    distributed coding.

10
Unresolved questions from the perspective of a
biologist
  • Does the fact that they are rhomboidal grids fit
    into this model?
  • Does the brain actually use CRT-like computations
    to derive the coding and decoding of the MEC?
  • In my opinion unlikely (Remember that grid cells
    would code phase by identity of the neuron, not a
    number, so actual arithmetic with the phases is
    hard to imagine. Neural computation is easiest to
    model as coincidence detection, and hardest as
    multiplication and subtraction.)
  • But please feel free to prove me wrong!
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