Nowadays, Advanced probability theory assignment help has become the most quintessential tool for all the students studying statistics. The main reason behind this is with the help of this imperative tool, a large number of students are seen excelling in topics like conditional probability, expected value, Laplace transforms, etc that form a major section of advanced probability theory.

My Assignment Services has been a constant support to all the students looking for guidance in advanced probability and statistics. We have been standing strong in this industry for more than a decade now. If you also have any queries regarding the advanced probability theory, you can directly get in touch with us.

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What Are The Units That Come Under Advanced Probability Theory Course?

The units that you would have to study under this course are extensive. Though there are only 2 units under this course, each unit further gets bifurcated into several elements that need to be mastered separately as well. Here, our advanced probability theory assignment help team has proved to be a supportive lending hand for students.

So, talking briefly about the 2 units under this,

MATH 587 Advanced Probability Theory 1(4 credits)

Under this, a lot of complex elements need to be understood by students. This is because most of the advanced probability theory assignment questions that are rolled out to students under this unit mainly consist of these. Also, these form a major section of the advanced probability theory examination questions as well.

These are:

  1. Probability spaces
  2. Limit theorems such as Kolmogorov's strong law of large numbers
  3. Random variables and their expectations
  4. Martingales
  5. Convergence in probability sum of two random variables
  6. Regular conditional probability
  7. Independence expectation

Realising this, our advanced probability theory assignment expert panel has furnished students with the reference solutions of these, that have helped them escalate their academic degrees with ease.

MATH 589 Advanced Probability Theory 2(4 credits)

This unit under advanced probability theory also encompasses several elements that are well covered by our math assignment help team for students.

These are:

  1. Characteristic functions: elementary properties
  2. Martingale theory
  3. Inversion formula
  4. Stochastic calculus
  5. Uniqueness
  6. Brownian motion
  7. Convolution and continuity theorems
  8. Central limit theorem
  9. Weak convergence

So, if you find any of these elements complex to understand, then you can come straightaway to our experts of advanced probability theory assignment help.

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What Are The Specialisations Of Our Advanced Probability Theory Assignment Expert Panel?

Considering the importance of some major areas under this topic, we maintain a panel of experienced and highly-qualified academicians who have been dedicatedly associated with a lot of students within 10 years, due to which they have got an idea of the most crucial areas that come under advanced probability theory.

Thus, these areas have also become those areas in which our advanced probability theory homework help professionals have gained expertise in.

These are:

  1. Types of convergence for random variables
  2. The central limit theorem
  3. The law of large numbers
  4. Conditional expectations
  5. Martingales, sub-martingale and super-martingale

Naturally, we have handled more than 20,000 assignments on these in a short span of just 10 years. Also, we have provided excellent academic consultation services to students regarding these areas that have enabled us to assist them in concreting these areas in their minds.

What Are The Topics Solved By Our Team of Advanced Probability Theory Assignment Help?

Several advanced probability topics are complex and difficult to comprehend. So, when students are rolled out with assignments on these, they not only become perplexed on how to solve an advanced probability theory assignment but also face challenges in advancing their further studies.

Owing to this fact, we made sure that none of the queries of students go unanswered from our end when they bring these to our Advanced probability theory assignment expert panel.

Set theory

Laplace transforms

Moment generating functions

Logics

Hyper geometric

Binomial, Poisson

Techniques of proof

Normal probability of distributions

Sequences

Functions

Operator methods

Real and complex numbers

Limits and convergence

Probability spaces in stochastic processes

Expected values

Random variables

So, these are the topics that we were talking about. However, these are not just the only topics in this vast area. So, if you have any topic other than these, don't hesitate to talk to our advanced probability theory assignment help a panel of professionals.

What Are The Key Concepts In Advanced Probability Theory?

A lot of students seek our advanced probability theory homework services to get an idea of the fundamental concepts in Advanced probability theory so that they can prepare their assignments by emphasising on these. We have become profoundly efficient in helping students with these, after handling multiple assignments on them.

The following are the concepts that play a crucial role while doing these assignments.

Measure theoretic probability

This is a concept that you might see multiple times in your curriculum. While studying this, you would know that this offers a generalized perspective of probability. Our dedicated panel of math assignment help guide students on using sets and advise them to eliminate the use of distributions here. This eases the process of understanding complex problems.

Bayes' rule

It is a mathematical formula that helps students in determining conditional probability. With the help of this theorem, students can also suggest improvements in the existing theorems.

As per our experts of advanced probability theory assignment help, this theorem is useful when we are asked to find the probability when other probabilities are known to us.

The formula for this is:

advanced probability theory assignment

Where P(A|B) is how often A happens when B happens

P(B|A) is how often B happens when A happens

P(A) is how often A happens on its own

P(B) is how often B happens on its own

Independence of random variables

Two variables are said to be independent if there is no relation between them or they do not have any relation.

advanced probability theory assignment help

Conditional probability

Our math homework help professionals define conditional probability as the likelihood of an event to occur that is based on the occurrence of an event that has already occurred.

This is how it is represented,

advanced probability theory help

As our professional panel of advanced probability theory experts has graduated from reputed universities all across the world, they are aware of all the nuances that go behind these complex assignments. Naturally, they ensure to not leave even a single stone unturned for students and make conscious efforts to provide excellent academic guidance to students who are not able to understand any topic under this.

What Are 3 General Rules To Be Keep In Mind In Advanced Probability Theory Assignments?

Though these rules might seem to be basic to you, many of the students somehow overlook the importance of these in their assignments. This leads them to lose their grades in advanced theory assignments as well.

Thus, it becomes imperative for our advanced probability assignment help experts to give a brief discussion on these, so that the next time you begin doing these assignments, you make sure that all these rules are taken care of in them.

So, the 3 general rules that are applicable in all the assignments on probability are:

Rule 1

No probability can be a negative number. This means, that every probability that is assigned must be a non-negative number. Thus, it is important to check whether the answer that you are getting in your assignment is surely a positive number.

Rule 2

Our advanced probability theory homework help professionals define a sample space as a collection of all the outcomes that are possible. So, the second rule that you have to keep in mind is that the probability of the sample space cannot exceed 1. So, in every probability assignment, you have to make sure that the probability of the sample space equals 1.

Rule 3

The third rule states that if 2 outcomes are given which do not have the possibility of occurring simultaneously, then the probability of any one event would be the addition of the individual probability outcomes.

With the help of these three rules, our advanced probability assignment help professionals also take care of other things, that might seem to be of no importance but play a vital role in these assignments. This way, we can deliver flawless reference assignment solutions to students all across the globe. If you require us to guide you as well on any topic, then get in touch with us.

What Are The Steps That We Follow To Deliver High-Quality Advanced Probability Theory Assignment Services?

Drafting impeccable assignment solutions, that too in such complex subject is not a cup of tea for everyone. It requires a lot of hard work and rigorous procedures. With the help of our wide range of lucrative and amazing value-added services, our advanced probability theory homework help team ensures that all the requirements of students are fulfilled by us.

Following procedure is followed by us to ensure that only supreme quality reference advanced probability theory assignment solutions are delivered to you.

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Firstly, our learned pool of client relations team interacts with you to get hold off the requirements of the assignments. After understanding what all the assignment demands, they forward it to the quality assurance team for further process.

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Based on the requirements, our quality assurance team chooses the expert according to their specialisation. The expert completes the assignment and forwards it to the quality check experts.

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Only when the assignment meets all the quality standards, it reaches you. Else, it is sent back to the academic writer for making necessary changes.

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