Rozin and Royzman note that this characteristic of the negativity bias is only empirically demonstrable in situations with inherent measurability, such as comparing how positively or negatively a change in temperature is interpreted.
42.
The relationship between measurability and weak measurability is given by the following result, known as "'Pettis'theorem "'or "'Pettis measurability theorem " '.
43.
The relationship between measurability and weak measurability is given by the following result, known as "'Pettis'theorem "'or "'Pettis measurability theorem " '.
44.
The relationship between measurability and weak measurability is given by the following result, known as "'Pettis'theorem "'or "'Pettis measurability theorem " '.
45.
If the prevailing view on the physical meaning and measurability of single ion activities is correct then defining pH as the negative logarithm of the hydrogen ion activity places the quantity squarely in the unmeasurable category.
46.
Additionally, a major practical issue for judges dealing with issues of electronic evidence remains in the lack of measurability of IT expertise, partly due to the absence of uniform formal professional qualification in this field.
47.
If the Continuum Hypothesis fails and so \ mathfrak c is at least \ aleph _ 2, natural questions arise about the cardinals strictly between \ aleph _ 0 and \ mathfrak c, for example regarding Lebesgue measurability.
48.
However, I did not like to have to use the concept of Lebesgue measurability only for the proof of Dirichlet's Principle and therefore I rewrote it in such a way that I did not have to ."
49.
If the values of the function lie in an infinite-dimensional vector space instead of \ mathbb { R } or \ mathbb { C }, usually other definitions of measurability are used, such as weak measurability and Bochner measurability.
50.
If the values of the function lie in an infinite-dimensional vector space instead of \ mathbb { R } or \ mathbb { C }, usually other definitions of measurability are used, such as weak measurability and Bochner measurability.
