Green’s theorem shows the relationship between a line integral and a surface integral. Visit BYJU’S to learn statement, proof, area, Green’s Gauss theorem, its applications and examples.
Population games are games with a finite set of available strategies and an infinite number of players, in which the reward for choosing a given strategy i
Traditional computer simulation and numerical calculation methods are usually used to build the system model based on Green's theorem. However, the possible system defects in the tool software lead to the deviation of the model, which makes the task fail. In...
This paper provides a comprehensive overview of the applications of game theory in deep learning. Today, deep learning is a fast-evolving area for research
In this paper, we have developed the SEMAR (Smart Environmental Monitoring and Analytics in Real-Time) IoT application server platform for fast deployments of IoT application systems. It provides various integration capabilities for the collection, display, and analysis of sensor data on a single pla...
It holds that: in the real-life decision-making process, people can immediately make a quick judgment on the things they fully grasp to accept or reject. For those things that cannot be made immediately, the decision maker tends to delay the judgment of things, namely: delay the decision. ...
queness for ODEs]]>doi:10.4169/amer.math.monthly.123.1.40J. Ángel CidRodrigo López PousoThe American Mathematical Monthly
We will show that this formula is equivalent to Green's theorem for regions of the plane bounded by the graphs of two continuously differentiable functions. Moreover, the formula has interesting applications in the uniqueness of solution of ordinary differential equations.doi:10.4169/amer.math....
The discrete version of Green's Theorem and bivariate difference calculus provide a general and unifying framework for the description and generation of incremental algorithms. It may be used to compute various statistics about regions bounded by a finite and closed polygonal path. More specifically, ...
S. Brlek,G. Labelle,A. Lacasse.Theoretical Computer Science . 2005 (2)S. Brlek, The discrete Green theorem and some applications in discrete geometry, Theoret. Comput. Sci., 346 (2005), pp. 200-225.S. Brlek, G. Labelle, and A. Lacasse, "The discrete green theorem and some ...