Continuo 0.0.4-dev

continuo solves continuous-time, perfect-foresight deterministic dynamic models in the spirit of Dynare. A .mod file declares the endogenous and exogenous variables, the model equations (as differential equations in continuous time, written with diff(x)), the steady state and the exogenous shock paths; the toolbox parses it, discretises the two-point boundary-value problem by collocation (Crank–Nicolson by default, or a higher-order Gauss / Radau IIA / Lobatto IIIA family), and solves the stacked nonlinear system with Newton’s method. Anticipated changes, surprises (multi-segment beliefs) and occasionally-binding constraints are all supported through the same machinery.

The toolbox has three faces:

  • the .mod surface language (the canonical input format),

  • a Python API (continuo) for use in scripts and notebooks,

  • a command-line wrapper continuo that reads a .mod file and writes the solved path to CSV.

This manual is the reference for all three. The Quick start shows the smallest end-to-end use; the The .mod language documents every block and built-in of the surface language; Python API is the Python reference (generated from docstrings); Discretisation schemes documents the discretisation schemes (Crank–Nicolson and the higher-order collocation families); Time grids and adaptive refinement documents the time grid and adaptive refinement; Linear solvers documents the pluggable linear backends and how to choose one; Steady-state solvers does the same for the nonlinear steady-state algorithms; Worked examples is the index of the worked-out example models that ship with the source tree.

Indices