[1] L F Abbott, E Fahri, and S Gutmann, The path integral for dendritic
trees, Biological Cybernetics 66 (1991), 49–60.
[2] H. Agmon-Snir, A novel theoretical approach to the analysis of dendritic
transients, Biophysical Journal 69 (1995), no. 5, 1633–1656.
[3] P Andersen, H Silfvenius, S H Sundberg, and O Sveen, A comparison of
distal and proximal dendritic synapses on CA1 pyramids in guinea-pig
hippocampal slices in vitro, Journal of Physiology 307 (1980), 273–299.
[4] B K Andrasfalvy and J C Magee, Distance-dependent increase in AMPA
receptor number in the dendrites of adult hippocampal ca1 pyramidal
neurons, Journal of Neuroscience 21 (2001), 9151–9159.
[5] P.C. Bressloff and S. Coombes, Physics of the extended neuron, International
Journal of Modern Physics B 11 (1997), 2343–2392.
[6] W. Burke, Spontaneous potentials in slow muscle fibres of the frog., J
Physiol 135 (1957), no. 3, 511–21.
[7] N T Carnevale and M L Hines, The NEURON book, Cambridge University
Press, 2006.
[8] S Coombes, Y Timofeeva, C-M Svensson, G J Lord, K Josi´c, S J Cox,
and C M Colbert, Branching dendrites with resonant membrane: a
“sum-over-trips” approach, Biological Cybernetics 97 (2007), 137–149.
[9] H Cuntz, A Borst, and I Segev, Optimization principles of dendritic
structure, Theoretical Biology and Medical Modelling 4 (2007).
[10] E De Schutter and JMBower, Simulated responses of cerebellar Purkinje
cells are independent of the dendritic location of granule cell synaptic
inputs, Proceedings of the National Academy of Sciences USA 91 (1994),
4736–4740.
[11] P. Fatt and B. Katz, An analysis of the end-plate potential recorded with
an intracellular electrode., J Physiol 115 (1951), no. 3, 320–70.
[12] N.L. Golding, T.J. Mickus, Y. Katz, W.L. Kath, and N. Spruston, Fac-
tors mediating powerful voltage attenuation along CA1 pyramidal neuron
dendrites, The Journal of Physiology 568 (2005), no. 1, 69–82.
[13] Michael H¨ausser, Synaptic function: Dendritic democracy, Current Biology
11 (2001), R10–R12.
[14] R Iansek and S J Redman, The amplitude, time course and charge of
unitary excitatory post-synaptic potentials evoked in spinal motoneurone
dendrites, Journal of Physiology 234 (1973), 665–688.
[15] J J Jack, S J Redman, and K Wong, The components of synaptic poten-
tials evoked in cat spinal motoneurones by impulses in single group Ia
afferents, Journal of Physiology 321 (1981), 65–96.
[16] J.J.B. Jack, D. Noble, and R.W. Tsien, Electric Current Flow in Ex-
citable Cells, Oxfor University Press, Oxford, UK, 1975.
[17] C. Koch, Biophysics of Computation: Information Processing in Single
Neurons, Oxford University Press, 1999.
[18] M London and I Segev, Synaptic scaling in vitro and in vivo, Nature
Neuroscience 4 (2001), 853–854.
[19] J C Magee, Dendritic integration of excitatory synaptic input, Nature
Reviews Neuroscience 1 (2000), 181–190.
[20] J.C. Magee and E.P. Cook, Somatic EPSP amplitude is independent
of synapse location in hippocampal pyramidal neurons, Nature Neuroscience
3 (2000), 895–903.
[21] M Migliore, M Ferrante, and G A Ascoli, Signal propagation in oblique
dendrites of CA1 pyramidal cells, Journal of Neurophysiology 94 (2005),
4145–4155.
[22] D.A. Nicholson, R. Trana, Y. Katz, W.L. Kath, N. Spruston, and
Y. Geinisman, Distance-Dependent Differences in Synapse Number and
AMPA Receptor Expression in Hippocampal CA1 Pyramidal Neurons,
Neuron 50 (2006), no. 3, 431–442.
[23] Daniel A Nicholson, Rachel Trana, Yael Katz, William L Kath, Nelson
Spruston, and Yuri Geinisman, Distance-dependent differences in
synapse number and AMPA receptor expression in hippocampal CA1
pyramidal neurons, Neuron 50 (2006), no. 3, 431–442.
[24] W Rall, Theoretical significance of dendritic trees for neuronal input-
output relations, Neural Theory and Modeling, Stanford University
Press, 1964.
[25] W Rall and H Agmon-Snir, Cable theory for dendritic neurons, Methods
in Neuronal Modeling, 2nd ed., MIT Press, Cambridge, MA, 1998,
pp. 27–92.
[26] C C Rumsey and L F Abbott, Equalization of synaptic efficacy by
activity- and timing-dependent synaptic plasticity, Journal of Neurophysiology
91 (2004), 2273–2280.
[27] Clifton C Rumsey and L F Abbott, Synaptic democracy in active den-
drites, Journal of Neurophysiology 96 (2006), no. 5, 2307–2318.
[28] Y Timofeeva, G J Lord, and S Coombes, Dendritic cable with active
spines: a modeling study in the spike-diffuse spike framework, Neurocomputing
69 (2006), 1058–1061.
[29] Y Timofeeva, G J Lord, and S Coombes, Spatio-temporal filtering prop-
erties of a dendritic cable with active spines, Journal of Computational
Neuroscience 21 (2006), 293–306.
[30] H C Tuckwell, Introduction to theoretical neurobiology: Linear cable the-
ory and dendritic structure, Cambridge Studies In Mathematical Biology,
vol. I, Cambridge University Press, 1988.
[31] H C Tuckwell, Introduction to theoretical neurobiology: Nonlinear and
stochastic theories, Cambridge Studies In Mathematical Biology, vol. II,
Cambridge University Press, 1988