Theoretical analysis introduces Schrödinger's quantity to quantify initial radioactive decay probabilities, suggesting a complementary metric to standard half-life.
Originally introduced in Schrödinger's Cat as “a tiny amount,” we generalize this concept and introduce Schrödinger's quantity, a measure of radioactivity from the beginning to the first decay occurrence, or the starting point of radioactive decay. Schrödinger's quantity describes the radioactivity of a given radioactive isotope by the amount, or number of atoms, corresponding to a one-half probability that a decay occurs during one half of the isotope's half-life, whereas half-life measures radioactivity from the beginning to the midpoint of radioactive decay.
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dong ZHANG (2026) studied this question.
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