Order for this Paper or Similar Assignment Writing Help

Click to fill the order details form in a few minute.

Posted: August 31st, 2022

COS711 Assignment 1

COS711 Assignment 1
Due date: 4 September 2022, at 23h30
1 General instructions
This assignment is theoretical, and will test your understanding of the backpropagation algorithm. You have to submit a single pdf document containing your answers to the questions provided. Note: the assignment is designed to test your ability to derive the weight update equations for arbitrary loss and activation functions. Thus, you will loose marks by skipping over steps. Make sure your derivations are readable, notation is correct, and the steps (including simplifications) are clear.
The report will be checked for plagiarism using Turnitin, and should be submitted through the ClickUp system. You are advised but not required to typeset your report in LaTeX.
2 Deriving backpropagation (25 marks)
A feed-forward neural network is set up to have an input layer of size I, a hidden layer of size H, and an output layer of size O. The following activation functions are employed in the neurons on each layer:
• Input layer: identity, f(x) = x
• Hidden layer: Softplus, f(x) = ln(1 + ex)
• Output layer: Modified Elliott,
Hidden and output units are summation units, i.e. x in the activation functions above refers to the net input signal, thus the output signal of a neuron j is yj = f(netj) = f(Pwkjyk). Bias signal is sent to all hidden, as well as all output units. Assume the objective function E is used, defined for a single input data pattern as:

where yi is the output of the i-th output unit, ti is the target output of the i-th output unit, ln refers to natural logarithm, s1 and s2 are scalar values such that s1 + s2 = 1, maxE1 and maxE2 are the maximum values produced by E1 and E2 over the data set before training, respectively.
Answer the questions below:
1. Derive the update rule for the non-bias weights between the hidden and the output layer. Showall steps, including simplifications. (10 marks)
1
2. Derive the update rule for the non-bias weights between the input and the hidden layer. Showall steps, including simplifications. (10 marks)
3. Will the bias weight update rules differ from the non-bias weight update rules? Derive theupdate rule for the bias weights associated with the hidden layer. Show your working. (5 marks)
2

Check Price Discount

Study Notes & Homework Samples: »

Why Choose our Custom Writing Services

We prioritize delivering top quality work sought by students.

Top Tutors

The team is composed solely of exceptionally skilled graduate writers, each possessing specialized knowledge in specific subject areas and extensive expertise in academic writing.

Discounted Pricing

Our writing services uphold the utmost quality standards while remaining budget-friendly for students. Our pricing is not only equitable but also competitive in comparison to other writing services available.

0% similarity Index

Guaranteed Plagiarism-Free Content: We assure you that every product you receive is entirely free from plagiarism. Prior to delivery, we meticulously scan each final draft to ensure its originality and authenticity for our valued customers.

How it works

When you decide to place an order with Dissertation Help, here is what happens:

Complete the Order Form

You will complete our order form, filling in all of the fields and giving us as much instructions detail as possible.

Assignment of Writer

We analyze your order and match it with a custom writer who has the unique qualifications for that subject, and he begins from scratch.

Order in Production and Delivered

You and your writer communicate directly during the process, and, once you receive the final draft, you either approve it or ask for revisions.

Giving us Feedback (and other options)

We want to know how your experience went. You can read other clients’ testimonials too. And among many options, you can choose a favorite writer.

Expert paper writers are just a few clicks away

Place an order in 3 easy steps. Takes less than 5 mins.

Calculate the price of your order

You will get a personal manager and a discount.
We'll send you the first draft for approval by at
Total price:
$0.00