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Algebraic logic is a branch of mathematical logic that studies logical systems using algebraic techniques and structures. It provides a framework where logical expressions and their relationships can be represented and manipulated algebraically. This area of logic encompasses various subfields, including: 1. **Algebraic Semantics**: This involves modeling logical systems using algebraic structures, such as lattices, Boolean algebras, and other algebraic systems.

Ancestors (4)

  1. Fields of abstract algebra
  2. Fields of mathematics
  3. Mathematics
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