Triple

Target class: finite-field Diffie-Hellman group
Context triple: [FFDHE groups, instanceOf, finite-field Diffie-Hellman group]

• A. number field
  A number field is a finite-degree field extension of the rational numbers, typically obtained by adjoining to ℚ a root of a non-constant polynomial with rational (or integer) coefficients.
• B. finite simple group
  A finite simple group is a finite group that has no nontrivial normal subgroups, meaning its only normal subgroups are the trivial group and the group itself.
• C. cryptographic protocol framework
  A cryptographic protocol framework is a structured set of tools, abstractions, and rules that enables the design, specification, analysis, and implementation of secure communication protocols.
• D. cryptography community
  A cryptography community is a group of individuals—ranging from researchers and practitioners to enthusiasts—who share, discuss, and collaborate on topics related to secure communication, encryption methods, and cryptographic protocols.
• E. algebraic number field
  An algebraic number field is a finite field extension of the rational numbers, obtained by adjoining to ℚ a root of a nonzero polynomial with rational (or integer) coefficients.
• F. None of above. chosen