Dynamical Systems Assignment Help

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Before we dive into details about online assignment help from 24x7assignmenthelp.com, let us learn a bit about Dynamical Systems of Mathematics.

What is Dynamical Systems?

• This system helps in determining the evolution of something over time.
• It is a function which calculates the time dependency of a point in geometrical space.
• It is concerned about the temporary evolution of a system.

The variables that respond accurately to the dynamical system functions are called State variables. The set of all the values those are possible to be state variables are called state space. State variables can be any values like it can be only integers or real values.  If the state variables are finite and dimensional, the set of the values is called, phase space.

The second step of Dynamical System is to determine the time evolution rule. This rule should be able to predict the future evolution state of a particular state variable. Time evolution rule may involve either discrete or continuous time.

Most specified examples of Dynamical systems are:

• Bacteria doubling example
• Un-damped pendulum example
• Double pendulum
• Circle map
• Lorenz system

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