## LOG#201. Generalized absement.

Absement is generally defined as (1)   We can even integrate the absement -times (position integrated -times) to get (2)   i.e. (3)   with dimensions of and units of . However, if time is multidimensional, and the time vector … Continue reading

## LOG#191. The hooke and the dyson.

Hello, metriplectic followers and friends! I have often written about Stoney units or Planck units in this blog. Indeed, I have a complete thread about systems of units. For Stoney and Planck units, you get some basic units of S.I. … Continue reading

## LOG#184. Absement, Fourier and transforms.

In this short post, I am going to relate the relatively unknown notion of absement, the quantity     with some common transforms, in particular, with Fourier series and transforms more naturally. The Fourier series for a periodic signal is … Continue reading

## LOG#053. Derivatives of position.

Position or displacement and its various derivatives define an ordered hierarchy of meaningful concepts. There are special names for the derivatives of position (first derivative is called velocity, second derivative is called acceleration, and some other derivatives with proper name), … Continue reading