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-====== ode113 ======
-ode113 (Adams)
-A variable order Adams-Bashforth-Moulton PECE solver, ode 113 may be more efficient than ode45 at stringent tolerances and when the ODE function is particularly expensive to evaluate. ode113 is a //multistep// solver; it normally needs the solutions at several preceding time points to compute the current soluDELETEMEblems, low to high accuracy. Use for stringent error tolerances or computationally intensive ODE functions.
-Applicable [[Solver_settings|solver settings]]:
-  * Absolute tolerance
-  * Relative tolerance
-  * Initial step size
-  * Max step size
-  * Min step size
-  * Refine
-  * Limit data points to last
-  * Norm Control
-  * Allowed step size violations
-  * Enable saturation
-===== Reference =====
-  * Shampine, L. F. and M. K. Gordon, //Computer Solution of Ordinary Differential Equations: the Initial Value Problem//, W. H. Freeman, SanFrancisco, 1975.

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