As we will see in Section 5, it has interesting applications.
This has interesting applications for mapping PFTs using remote sensing techniques, and therefore for estimating related ecosystem processes and services.
This generalization is not a mere mathematical curiosity but rather has interesting applications in many areas of science and engineering such as electrochemistry, control, porous media, electromagnetism, etc.
According to Skyrms the theory has interesting applications in analyzing games of imperfect information (the analysis of games of perfect information only requires the use of arguments by reductio ad absurdum according to Skyrms).
The Lotka-Volterra type system with delay is very important in the models of multi-species population dynamics and has interesting applications in epidemiology, physics, chemistry, economics, biological science, and other areas (see [1 3]).
This generalization is not a mere mathematical curiosity but rather has interesting applications in many areas of science and engineering such as electrochemistry, control, porous media, electromagnetism, etc. (see [1 5]).
This generalization is not merely one of the mathematical curiosities but rather has interesting applications in various fields of sciences and engineering such as control, porous media, electromagnetic, and other branches of science.
The problem of identifying the conditions under which semantic or behavioural dependences arise between different program statements has interesting applications in various areas such as program understanding, software maintenance, software audits and software testing.
It also turns out that the system V, as well as the system B, has interesting applications in artificial intelligence (these systems are the weakest conditional systems whose non-nested fragment coincide with well known systems of non-monotonic logic we will tackle this issue below).
On the average, the entire process for the bubble to enter the capillary lasts less than 200 ms. This problem has interesting applications in two-phase flows inside ceramic monoliths, the flow of foams inside porous media and in the flow of blood into capillary vessels.
