1. Plural of dyadic; pairs or two-part units, especially in mathematics, logic, or linguistics.
Usage: technical; mathematics and logic
2. In mathematics, tensors or operators that act on pairs of vectors or elements.
Usage: technical; advanced mathematics

Examples

• The study of dyadics is essential in advanced linear algebra.
• Dyadics are used to represent relationships between pairs of elements in formal logic.
• In physics, dyadics help describe stress and strain in materials.
• The professor explained how dyadics differ from vectors in the tensor analysis course.
• Dyadics provide a framework for understanding two-body interactions in quantum mechanics.