"finite information" is correct and usable in written English.
It can be used when you want to refer to a limited amount of data or knowledge. For example, "We only have a finite amount of information about the issue, so we can't draw any conclusions yet."
Each such basic open, an interval with rational endpoints, is specified by finite information and approximates all the real numbers x in the interval.
In real networks, time delays cannot be neglected due to the finite information transmission and processing speeds among the network nodes.
I get that you want to "own" the business market, but frankly consumers are seeing much more finite information these days.
Criteria (3) of a complexity measure stated above acknowledges the fact that an assessment of an object's complexity cannot be without uncertainty or error in case only finite information about this object is available.
Rational inattention theory is economic theory that recognizes that people have finite information-processing capacity, in the sense of Shannon and engineering information theory.
The applicability to rational opinion goes much the same way: it is clear that such opinion is guided by finite frequency information, unclear that it is guided by information about limits of hypothetical frequencies.
In the case of the Kac model, we prove that for every ε>0, if F has moments of every order and finite Fisher information, there is a constant C so that for all n, ∥Q+n(F −M∥L1(R)⩽CnΛ+ε where Λ is the least negative eigenvalue for the linearized collision operator.
An adjusted pseudo- R and finite Akaike information criterion were used to enable comparison of models with and without covariates.
However, a limitation of these HMMs is, since there is only finite state information about the sequence that can be held in any particular position, HMMs cannot capture dependencies that are far, and variable distance apart, in sequence.
These are finite perfect-information games that are also zero-sum.
This is achieved through the development of an analytical expression for the (finite-time) information matrix of the problem.
