👉 In mathematics, a "bondable" object is an object that has a positive definite quadratic form. This means that for any two points in its domain, the distance between them is at least as large as the distance between their corresponding values of the quadratic form. For example, consider the set of all polynomials of degree n with real coefficients. The set of all polynomials of degree 1 is a subset of this set, and therefore it has a positive definite quadratic form. However, there
