shamikisms

We are pleased to present SENSING WAVES Year 1.

Featuring new music from Heroshe, Holes, Žhii, Ebbwebs, Calmpound, Kupanda, and Shamik. Free download or by donation:

sensingwaves.bandcamp.com/album/year-1

Big love to all the artists we have been fortunate to work with this year. Thank you for your support. Artwork by Tim Rolls. 

sensingwaves.com

4

IN DEFENSE OF NOTHING
–Peter Gizzi

I guess these trailers lined up in the lot off the highway will do.
I guess that crooked eucalyptus tree also.
I guess this highway will have to do and the cars
    and the people in them on their way.
The present is always coming up to us, surrounding us.
It’s hard to imagine atoms, hard to imagine
    hydrogen & oxygen binding, it’ll have to do.
This sky with its macular clouds also
    and that electric tower to the left, one line broken free.

youtube

New video from Holes titled Wallfire

Out this Thursday on Sensing Waves.

Filmed in Nelson, BC. Shot, edited, and directed by Shamik

[ Authors ]
Shamik Gupta, Mustansir Barma
[ Abstract ]
We study the effect of quenched disorder on the zero-range process (ZRP), a system of interacting particles undergoing biased hopping on a one-dimensional periodic lattice, with the disorder entering through random capacities of sites. In the usual ZRP, sites can accommodate an arbitrary number of particles, and for a class of hopping rates and high enough density, the steady state exhibits a condensate which holds a finite fraction of the total number of particles. The sites of the disordered zero-range process considered here have finite capacities chosen randomly from the Pareto distribution. From the exact steady state measure of the model, we identify the conditions for condensate formation, in terms of parameters that involve both interactions (through the hop rates) and randomness (through the distribution of the site capacities). Our predictions are supported by results obtained from a direct sampling of the steady state and from Monte Carlo simulations. Our study reveals that for a given realization of disorder, the condensate can relocate on the subset of sites with largest capacities. We also study sample-to-sample variation of the critical density required to observe condensation, and show that the corresponding distribution obeys scaling, and has a Gaussian or a Levy-stable form depending on the values of the relevant parameters.

Выиграли на Битве Хоров!🎉🏆Ну все можно расслабиться и сходить на Бреин Ринг😂
И кого же я встретила? Это @t_shamik ❤️смешнючий)