The name is absent

69

and

v^ω = 2v_mid - v^-¹∖                       (3.19)

where, for current injection, v_mid is the solution to the linear system

L^ωv_mid = r^ω - U^τ(G^.(v - E_β)),                 (3.20)

where

LÛ) = 211 At — H ÷ Rdiag(Φ(wθ))e)Z

_r0) = 2v(>-¹)∕∆f + RΦ(w^)E_i.

In the case of synaptic conductance, v_mj_d is the solution to the linear system

(₁ω ₊ U^τdiag(G^w)U)v_mid = r^ω + U^τ(G^ω.E._s).            (3.21)

3.2.3 Numerical Solution of the Reduced System

We have written a MATLAB software suite that loads morphology and channel
kinetics and distributions, simulates the full system and obtains POD and DEIM
snapshots, and then simulates the reduced system and displays the response of these
models to the desired inputs. Gating variable evaluation was performed via a look-
up table similar to (Hines, 1984). These codes are available from the authors upon

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