technique in Diophantine geometry
C47075
concept
A technique in Diophantine geometry is a systematic method or tool—often combining algebraic, geometric, and arithmetic ideas—used to study and solve equations with integer or rational solutions on algebraic varieties.
Observed surface forms (5)
- concept in arithmetic geometry ×1
- construction in arithmetic geometry ×1
- obstruction to the Hasse principle ×1
- obstruction to weak approximation ×1
- tool in arithmetic geometry ×1
Instances (4)
- Bombieri–Pila determinant method
- Cassels–Tate pairing via concept surface "construction in arithmetic geometry"
- Brauer–Manin obstruction via concept surface "obstruction to the Hasse principle"
- Witt vectors via concept surface "tool in arithmetic geometry"