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Solve delay differential equations (DDEs) of neutral type

`sol = ddensd(ddefun,dely,delyp,history,tspan)`example`sol = ddensd(ddefun,dely,delyp,history,tspan,options)`

` sol = ddensd(ddefun,dely,delyp,history,tspan)` integrates
a system of delay differential equations of neutral type, that has
the form

y '(t) = f(t, y(t), y(dy_{1}),..., y(dy_{p}), y '(dyp_{1}),..., y '(dyp_{q})) | (1-1) |

where

*t*is the independent variable representing time.*dy*_{i}is any of*p*solution delays.*dyp*_{j}is any of*q*derivative delays.

[1] Paul, C.A.H. "A Test Set of Functional
Differential Equations." *Numerical Analysis Reports*.
No. 243. Manchester, UK: Math Department, University of Manchester,
1994.

[2] Shampine, L.F. "Dissipative Approximations
to Neutral DDEs." *Applied Mathematics & Computation*.
Vol. 203, Number 2, 2008, pp. 641–648.

`dde23` | `ddesd` | `ddeset` | `deval` | `function_handle`

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