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Related to Greatest lower bound: Least upper bound, Greatest lower bound property
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The value is the unreachable greatest lower bound of the values of the corresponding solution G([delta]) which is mathematically defined on the entire real line.
is the greatest lower bound of the curvature radius G([delta]) outside the spherical strongly charged source.
Instead, by using lattices, we would have the least upper bound and the greatest lower bound: while the least upper bound always corresponds to +, the greatest lower bound corresponds to x only when x is idempotent.
It is well known that the projections form a lattice where if P and Q are projections, the greatest lower bound P[conjunction]Q is the projection on the intersection of the range of P and the range of Q and the least upper bound P[disjunction]Q is the projection on the closure of the linear sum of the range of P with the range of Q (Holland 1970).
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