Revision #614 → #1439 · back to history
addedInitial value problem (first-order ODE)81125f9161aa
addedFirst-order equation70c86028f29b
addedReducing a second-order ODE to first-order systemc690f6529d44
addedPicard–Lindelöf theorem0b75d13c1b1e
addedEuler method1fd9d99cfdd3
addedEuler method as an explicit methoda475432c517e
addedBackward Euler method686203598c52
addedBackward Euler is implicit3b5843105681
addedExponential integrators9a99d3aa47e2
addedFirst-order exponential integrator5b1044198ac5
addedMultistep methodbac206a8efc4
addedLeapfrog method983c57af4213
addedLinear multistep methods7919470b2955
addedRunge–Kutta methods0cd39ff68550
addedVariable step-size methods3a700c7bf817
addedError indicatorfd29acb80d21
addedVariable order method198457508cc2
addedMultiderivative methods4e49a13948b2
addedNyström methods320ee0cf7b28
addedGeometric integration methods3e07e0bc5bca
addedQuantized state systems methodsda3c23d68c6d
addedParallel-in-time methodse6baacd1af90
addedConvergent numerical method18b8c82f6dc1
addedListed methods are convergent8867c67cb8bf
addedLocal (truncation) errorde56a6350461
addedConsistent method78c540b97e52
addedOrder of a methodfe77b4282c02
addedConsistency from positive order56263c19e205
addedConvergence requires consistency and zero-stability85cac9caac49
addedEuler methods have order 17e7a291c9389
addedGlobal (truncation) error3ab7092543de
addedGlobal error of one-step method implies convergence38120a2eb193
addedStiffness897767efe7c5
addedFinite Difference Method for BVPsc587432f2fc5
addedCentral difference for first derivativef95af82e9a25
addedCentral difference for second derivativefaa687de7a9c
addedDiscretizing a BVP into a linear systemd3189af59912