Understanding the General Equation of Random Walks with Modified Variations

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In summary, a random walk is a mathematical concept that involves a series of steps taken in a random direction and magnitude. A modified variation in the general equation of random walks includes additional parameters to make the equation more accurate. This equation has various applications in scientific fields and is derived using mathematical and statistical methods. However, it has limitations due to its simplifications and assumptions.
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What is the general equation of a random walk with :

a) modified random walk

b) absorbing barriers

c) simple symmetric
 
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Poirot said:
What is the general equation of a random walk with :

a) modified random walk

b) absorbing barriers

c) simple symmetric

It is probably too late, but please be more specific. What are you interested in; the transition matrix of a discrete random walk? The distribution after n steps? ...

One reason posts do not get a response is the the question is too vague, or general.

CB
 

FAQ: Understanding the General Equation of Random Walks with Modified Variations

What is a random walk?

A random walk is a mathematical concept that describes the path of a randomly moving object or particle. It involves a series of steps taken in a random direction and with a random magnitude.

What is a modified variation in the general equation of random walks?

A modified variation in the general equation of random walks refers to the inclusion of additional parameters or factors that affect the random movement of the object. These modifications can account for various real-life scenarios and are used to make the equation more accurate.

What are the applications of the general equation of random walks with modified variations?

The general equation of random walks with modified variations has various applications in scientific fields, including physics, chemistry, biology, and economics. It is used to model and analyze various processes, such as diffusion, chemical reactions, and stock market trends.

How is the general equation of random walks with modified variations derived?

The general equation of random walks with modified variations is derived using mathematical principles and statistical methods. It takes into account the probabilities of different outcomes and the effects of the modified variations on the random movement.

What are the limitations of the general equation of random walks with modified variations?

The general equation of random walks with modified variations is based on certain assumptions and simplifications, which may not always accurately reflect real-life scenarios. Additionally, it may not be applicable to all types of random movement, such as those influenced by external forces or environmental factors.

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