Field component: These metrics relate to the degree to
which Message Carrier motion can be controlled such that
it follows an intended gradient. Diffusive Flux is used
in Brownian motion and can be modeled by Levy or Weiner
processes and can also be described by the Langevin
Noise. At least one of a), b), or c) shall be
implemented in order to describe Message Carrier
motion.
langevin-equation
m x t lambda eta
math-expression
math-formula
message-metrics
message-metrics
These metrics deal with the information encoded within a
Message and how the Message is impacted by the channel
and intended target. Metrics a) through d) shall be
implemented. Metric e) may be implemented.
motion-metrics
motion-metrics
Motion component: These metrics are strongly related to
the Motion Component, which describes Message Carrier
motion. Either both a) and b) shall be implemented or c)
shall be implemented.
probability-density
density-function
specificity-metrics
specificity-metrics
Specificity component: These metrics are related to the
ability of a Message Carrier to deliver a Message to its
intended target. Metrics a), c), and e) shall be
implemented; metrics b) or d) may be implemented.
system-metrics
system-metrics
System metrics relate to and impact all components.
All of the metrics in this category shall be implemented.