Mirror symmetry is a phenomenon in mathematics that suggests a deep relationship between two different types of geometric objects, typically a pair of Calabi-Yau manifolds. This symmetry indicates that the properties of one manifold can reflect the properties of another, leading to equivalent physical theories in string theory. This concept connects the geometry of the objects involved with complex structures and Hodge theory, making it a crucial area of study in understanding the topology and algebraic aspects of these manifolds.
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