Triple

Target class: canonical representation of Boolean functions
Context triple: [OBDD, instanceOf, canonical representation of Boolean functions]

• A. reduced ordered binary decision diagram chosen
  A reduced ordered binary decision diagram (ROBDD) is a canonical, compact graph-based representation of a Boolean function where variables appear in a fixed order and redundant or isomorphic subgraphs are merged.
• B. Canonical product
  A canonical product is an infinite product representation of an entire function constructed from its zeros in a standardized form that ensures convergence and uniquely reflects the function’s zero set.
• C. Gröbner basis algorithm
  A Gröbner basis algorithm is a computational procedure that transforms a set of multivariate polynomials into a special generating set (a Gröbner basis) that simplifies solving and analyzing polynomial ideal problems such as solving systems of equations, ideal membership, and elimination.
• D. Hilbert's tenth problem
  Hilbert's tenth problem asks for a general algorithm to determine whether an arbitrary Diophantine equation (a polynomial equation with integer coefficients) has an integer solution, a task later proven to be undecidable.
• E. collection of decision problems in group theory
  A collection of decision problems in group theory is a conceptual class comprising questions that ask, for various groups and inputs, whether certain algebraic properties or relations hold, such as the word, conjugacy, or isomorphism problems.
• F. None of above.