Revisiting Bobylev's Definitions

Fourier transform of the Boltzmann collision integral for a bimodal distribution function

The Fourier transform of the Boltzmann collision integral for a gas of Maxwell molecules is calculated explicitly for the bimodal distribution proposed by Mott-Smith for the shock wave structure. The results of Bobylev's approach of Fourier transforming of the Boltzmann equation were used as the starting point.

Revisiting the Curtis Procedure for Boutonniere Deformity Correction

Revisiting Quotes from Educational Perspective: An Inquiry into the Multifarious Applications of Grand Quotes in English Language Pedagogy

Revisiting the Relationship Between Systems of Innovation and Health Systems: A Response to Recent Commentaries

Certainty in Heisenberg’s uncertainty principle: Revisiting definitions for estimation errors and disturbance

We revisit the definitions of error and disturbance recently used in error-disturbance inequalities derived by Ozawa and others by expressing them in the reduced system space. The interpretation of the definitions as meansquared deviations relies on an implicit assumption that is generally incompatible with the Bell-Kochen-SpeckerSpekkens contextuality theorems, and which results in averaging t...