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Add root computer for 1d polynomials
By now, use a simple bisection method. Only compute the first root (if it exists in the given interval). Would be easy to get the full list of roots in the interval if needed.
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- src/analysis/CMakeLists.txt 1 addition, 0 deletionssrc/analysis/CMakeLists.txt
- src/analysis/Polynomial1DRootComputer.cpp 64 additions, 0 deletionssrc/analysis/Polynomial1DRootComputer.cpp
- src/analysis/Polynomial1DRootComputer.hpp 31 additions, 0 deletionssrc/analysis/Polynomial1DRootComputer.hpp
- tests/CMakeLists.txt 1 addition, 0 deletionstests/CMakeLists.txt
- tests/test_Polynomial1DRootComputer.cpp 45 additions, 0 deletionstests/test_Polynomial1DRootComputer.cpp
src/analysis/Polynomial1DRootComputer.cpp
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src/analysis/Polynomial1DRootComputer.hpp
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tests/test_Polynomial1DRootComputer.cpp
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