v0.6.0

FunctionIntegrator v0.6.0

Diff since v0.5.1

v0.5.1

Simplifying adaptive_simpsons_rule so that with each iteration N doubles. This causes accuracy to more closely match the tolerance argument given and it seems to make it more efficient (less computation time for a given level of accuracy).

v0.5.0

FunctionIntegrator v0.5.0

Adding rombergs_method(f::Function, N::Number, a::Number, b::Number).

v0.4.1

FunctionIntegrator v0.4.1

Improving the performance of simpsons_rule and simpsons38_rule by splitting stepwise_simpsons into stepwise_simpsons and stepwise_simpsons38.

v0.4.0

FunctionIntegrator v0.4.0

• Minor typesetting improvements to documentation.
• Adding two new functions:
  • adaptive_simpsons_rule(f::Function, a::Number, b::Number, ε::Float64=1e-10)
  • simpsons38_rule(f::Function, a::Number, b::Number, ε::Float64=1e-10)
• Restricting N in simpsons_rule to even numbers.

v0.3.0

FunctionIntegrator v0.3.0

Splitting rectangle_rule into three separate functions: rectangle_rule_left (the original rectangle_rule), rectangle_rule_midpoint and rectangle_rule_right.

v0.2.1

FunctionIntegrator v0.2.1

Fixed rectangle_rule — it previously included both endpoints, when it is only meant to include the left endpoint (as it's the left Riemann sum).

v0.2.0

FunctionIntegrator v0.2.0

• Improving docs.
• Function renaming:
  • rectangle → rectangle_rule
  • simpsons → simpsons_rule
  • trapezoidal → trapezoidal_rule
• Adding 3 and 4 as valid values for k in chebyshev_quadrature.

v0.1.0

FunctionIntegrator v0.1.0

First release with the following functions:

1. chebyshev_quadrature(f::Function, N::Number, k::Integer, a::Number, b::Number)
2. hermite_quadrature(f::Function, N::Number, k::Integer)
3. jacobi_quadrature(f::Function, N::Number, α::Number, β::Number, a::Number, b::Number)
4. laguerre_quadrature(f::Function, N::Number, k::Integer)
5. legendre_quadrature(f::Function, N::Number, a::Number, b::Number)
6. lobatto_quadrature(f::Function, N::Number, a::Number, b::Number)
7. radau_quadrature(f::Function, N::Number, a::Number, b::Number)
8. rectangle(f::Function, N::Number, a::Number, b::Number)
9. simpsons(f::Function, N::Number, a::Number, b::Number)
10. trapezoidal(f::Number, N::Number, a::Number, b::Number)