Symplectic_d (p.owl-ode.0.1.1.doc.owl-ode.Owl_ode.Symplectic

Sourcetype mat = Owl_dense_matrix_d.mat

module Symplectic_Euler : 
  Types.Solver
    with type state = mat * mat
     and type f = (mat * mat) -> float -> mat
     and type step_output = (mat * mat) * float
     and type solve_output = mat * mat * mat

Source

module PseudoLeapfrog : 
  Types.Solver
    with type state = mat * mat
     and type f = (mat * mat) -> float -> mat
     and type step_output = (mat * mat) * float
     and type solve_output = mat * mat * mat

Source

module Leapfrog : 
  Types.Solver
    with type state = mat * mat
     and type f = (mat * mat) -> float -> mat
     and type step_output = (mat * mat) * float
     and type solve_output = mat * mat * mat

Source

module Ruth3 : 
  Types.Solver
    with type state = mat * mat
     and type f = (mat * mat) -> float -> mat
     and type step_output = (mat * mat) * float
     and type solve_output = mat * mat * mat

Source

module Ruth4 : 
  Types.Solver
    with type state = mat * mat
     and type f = (mat * mat) -> float -> mat
     and type step_output = (mat * mat) * float
     and type solve_output = mat * mat * mat

Source

val symplectic_euler : 
  (module Types.Solver
  with type f = (mat * mat) -> float -> mat
   and type solve_output = mat * mat * mat
   and type state = mat * mat
   and type step_output = (mat * mat) * float)

Source

val leapfrog : 
  (module Types.Solver
  with type f = (mat * mat) -> float -> mat
   and type solve_output = mat * mat * mat
   and type state = mat * mat
   and type step_output = (mat * mat) * float)

Source

val pseudoleapfrog : 
  (module Types.Solver
  with type f = (mat * mat) -> float -> mat
   and type solve_output = mat * mat * mat
   and type state = mat * mat
   and type step_output = (mat * mat) * float)

Source

val ruth3 : 
  (module Types.Solver
  with type f = (mat * mat) -> float -> mat
   and type solve_output = mat * mat * mat
   and type state = mat * mat
   and type step_output = (mat * mat) * float)

Source

val ruth4 : 
  (module Types.Solver
  with type f = (mat * mat) -> float -> mat
   and type solve_output = mat * mat * mat
   and type state = mat * mat
   and type step_output = (mat * mat) * float)

Source

val to_state_array : 
  ?axis:int ->
  (int * int) ->
  mat ->
  mat ->
  mat array * mat array