Triple

Target class: number theory treatise
Context triple: [An Elementary Investigation of the Theory of Numbers, instanceOf, number theory treatise]

• A. number theory work chosen
  A number theory work is a scholarly text or study focused on the properties, relationships, and structures of integers and related mathematical objects.
• B. algorithm in number theory
  An algorithm in number theory is a finite, well-defined computational procedure designed to solve problems involving integers and their properties, such as divisibility, primality, and modular relationships.
• C. theory in algebraic number theory
  A theory in algebraic number theory is a coherent framework of definitions, structures, and results that explains and predicts arithmetic properties of algebraic numbers and related objects such as number fields, ideals, and Galois groups.
• D. theorem in metric number theory
  A theorem in metric number theory is a rigorous statement describing the behavior of number-theoretic objects (such as Diophantine approximations or distribution of sequences) for "almost all" real numbers with respect to a given measure, typically Lebesgue measure.
• E. conjecture in number theory
  A conjecture in number theory is an unproven but plausibly true statement about the properties or relationships of integers, often motivated by patterns, partial results, or computational evidence.
• F. None of above.