The integer is termed the geometric multiplicity of . The "algebraic multiplicity" of is the dimension of its generalized eigenspace. The "geometric multiplicity" of is the dimension of its eigenspace. It supports all combinations of UML multiplicity and enforces referential integrity. Indeed, each multiplicity that occurs, does so infinitely often. It is known that the multiplicity of exceeds infinitely often for any . Let formula 70 be an eigenvalue of formula 2 of algebraic multiplicity formula 72. Let formula 144 be an eigenvalue of formula 1 of algebraic multiplicity formula 146. The finest grained representation which we now discuss involves spectral multiplicity. It slowly embraces the multiplicity in unity. It involves a practical rejection of the concepts tied to the world of multiplicity. Note that each eigenvalue is raised to the power , the algebraic multiplicity. Others embrace a multiplicity of approaches. A knot can be inserted multiple times, up to the maximum multiplicity of the knot. For example, the Eagle, a common archetype that may have a multiplicity of interpretations.