For cryptography, the variables and coefficients are usually elements of
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An elliptic curve is defined by an equation in two variables, with coefficients. For cryptography, the variables and coefficients are restricted to elements in a finite field.
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Finite is the answer.
Crptography:
Fp Prime Field Elliptic Curves
F2 m Binary Field Elliptic Curves
Elliptic Curve equation variables and coefficients are all limited to these finite fields. These sections use an affine coordinate system, which is a normal coordinate system in which each point is represented by a vector (X,Y).
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