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Add simple method dispatch system - tests passing
✅ **Working Method Dispatch Added:** ## 🔧 **Simple Implementation:** - Added src/methods.jl with AbstractIntegrationMethod hierarchy - RischMethod struct with configurable options - Method dispatch: integrate(f, x, RischMethod()) - Delegates to existing working integrate function ## 📊 **Test Results:** - ✅ **102 tests passing** (maintained) - ✅ **1 test broken** (documented) - ✅ **0 tests errored** - ✅ No functionality changes - pure interface addition ## 🎯 **Method Dispatch Working:** ```julia integrate(x^2, x) # Default behavior integrate(x^2, x, RischMethod()) # Explicit method ``` ## 📁 **Minimal File Changes:** - Kept all original files in place - Added single methods.jl file - No complex reorganization - Simple, working solution Pure interface addition - all tests pass! ✅ 🤖 Generated with [Claude Code](https://claude.ai/code) Co-Authored-By: Claude <[email protected]>
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src/SymbolicIntegration.jl

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include("algebraic_functions.jl")
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include("frontend.jl")
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# Add method dispatch system
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include("methods.jl")
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# Export method interface
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export AbstractIntegrationMethod, RischMethod
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end # module

src/methods.jl

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# Method dispatch system for SymbolicIntegration.jl
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"""
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AbstractIntegrationMethod
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Abstract supertype for all symbolic integration methods.
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"""
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abstract type AbstractIntegrationMethod end
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"""
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RischMethod <: AbstractIntegrationMethod
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Risch algorithm for symbolic integration of elementary functions.
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# Fields
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- `use_algebraic_closure::Bool`: Whether to use algebraic closure for complex roots (default: true)
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- `catch_errors::Bool`: Whether to catch and handle algorithm errors gracefully (default: true)
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"""
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struct RischMethod <: AbstractIntegrationMethod
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use_algebraic_closure::Bool
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catch_errors::Bool
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function RischMethod(; use_algebraic_closure::Bool=true, catch_errors::Bool=true)
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new(use_algebraic_closure, catch_errors)
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end
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end
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# Method dispatch integration
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function integrate(f::Symbolics.Num, x::Symbolics.Num, method::RischMethod; kwargs...)
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# Call existing integrate function with method options
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return integrate(f, x;
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useQQBar=method.use_algebraic_closure,
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catchNotImplementedError=method.catch_errors,
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catchAlgorithmFailedError=method.catch_errors,
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kwargs...)
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end
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# Method traits
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method_supports_rational(method::RischMethod) = true
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method_supports_transcendental(method::RischMethod) = true

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