field
C21315
concept
A field is a mathematical structure consisting of a set equipped with two operations, addition and multiplication, that satisfy the usual arithmetic properties including commutativity, associativity, distributivity, and the existence of additive and multiplicative inverses for nonzero elements.
Observed surface forms (5)
- HRR field ×1
- fixed field ×1
- ghost field ×1
- local field ×1
- valued field ×1
Instances (7)
- Gaussian rationals ℚ(i)
- Noether field via concept surface "fixed field"
- Fólkvangr
- p-adic numbers
- Levi-Civita field via concept surface "valued field"
- Faddeev–Popov ghosts via concept surface "ghost field"
-
Hutchinson–Rice–Rosengren singularity in fracture mechanics
via concept surface "HRR field"
surface form: Hutchinson–Rice–Rosengren singularity