Frank Sottile
Published 2016-06-09Version 1
Real algebraic geometry adapts the methods and ideas from (complex) algebraic geometry to study the real solutions to systems of polynomial equations and polynomial inequalities. As it is the real solutions to such systems modeling geometric constraints that are physically meaningful, real algebraic geometry is a core mathematical input for geometric constraint systems.
Real solutions to equations from geometry
An excursion from enumerative goemetry to solving systems of polynomial equations with Macaulay 2
Real solutions to systems of polynomial equations in Macaulay2
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