id: 06017845
dt: j
an: 06017845
au: Nishida, Taishin Yasunobu
ti: Computing $k$-block morphisms by spiking neural P systems.
so: Fundam. Inform. 111, No. 4, 453-464 (2011).
py: 2011
pu: Polish Mathematical Society, Warsaw; IOS Press, Amsterdam
la: EN
cc: 
ut: spiking neural P system; $k$-block morphism
ci: 
li: http://iospress.metapress.com/content/0421l18j3w388860/fulltext.html
ab: Summary: In this paper we show that for every $k$-block morphism ($k \geq
    2$) there is a spiking neural P system which computes the morphism.
    This result generalizes the result explored by G. Păun, M.
    Pérez-Jiménez, and G. Rozenberg. We give an algorithm which
    constructs the spiking neural P system, that is, if a $k$-block
    morphism is given as an input, the algorithm makes rules of the spiking
    neural P system which computes the morphism.
rv: