Abstract
In Chap. 7 we defined Born–Jordan quantization by using the properties of the Cohen class. In this chapter we use the theory of Shubin operators and define the Born–Jordan operator \(\widehat{A}_{\mathrm {BJ}}\) with symbol a as being the average over the interval [0, 1] of the \(\tau \)-operators \(\widehat{A}_{\tau }\) with the same symbol.
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