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Volume 31: Pages 421-427, 2018
On the limits of uncertainty exemplified by low-spin systems
Tomasz Dobrowolskia)
Institute of Physics UP, Podchorażych 2, 30-084 Cracow, Poland
Spin-1/2 and spin-1 systems are considered. The consequences of uncertainty and reverse uncertainty relations in multiplicative and additive form are demonstrated. It is shown that uncertainties in these systems are determined unequivocally by the considered relations. The reverse Cauchy-Schwarz inequality is reinterpreted in order to include integer spin systems in the scheme of reverse uncertainty relations.
Les systèmes de spin-1/2 et spin-1 sont considérés. Les conséquences du principe d’incertitude et du principe d’incertitude inverse son démontrées sous forme multiplicative et additive. Il est démontré que les incertitudes dans ce système sont déterminées d’une manière univoque par les relations considérées. L’inégalité inverse de Cauchy-Schwarz est réinterprétée afin d’inclure la description des systèmes de spins entiers dans le cadre du schéma du principe d’incertitude inverse.
Key words: Multiplicative; Additive and Reverse Uncertainty Relations.
Received: June 2, 2018; Accepted: October 1, 2018; Published Online: October 24, 2018
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