What are the other (r - q ) eigenvectors of weight matrix

Reference no: EM131310617

Suppose that we have a linear autoassociator that has been designed for Q orthogonal prototype vectors of length R using the Hebb rule. The vector elements are either 1 or -1.

i. Show that the Q prototype patterns are eigenvectors of the weight matrix.

ii. What are the other (R - Q ) eigenvectors of the weight matrix?

Reference no: EM131310617

Questions Cloud

Describe the methods for strategically during each of stages : Describe the methods for strategically and tactically managing products during each of the selected stages. Relate the selected stages to two real-life examples of strategic or tactical initiatives within a health care organization.

Different types of attacks launched against usb devices : Discuss the different types of attacks launched against USB devices and counter measure users can take to protect their devices.

Discuss about the local health care organization : You work for a local health care organization. Your CEO feels she should have more of an impact on the legislative process and would like to know how she can have a more active role in shaping policy. She sent you an email asking you to explain th..

Provide at least two specific examples of portfolio planning : Assess the importance of portfolio planning in the health care industry, and Provide at least two specific examples of portfolio planning in a health care organization with which you are familiar.

What are the other (r - q ) eigenvectors of weight matrix : Suppose that we have a linear autoassociator that has been designed for Q orthogonal prototype vectors of length R using the Hebb rule. The vector elements are either 1 or -1.

What is the predicted exit concentration of dissolved oxygen : What is the predicted exit concentration of dissolved oxygen? It will be wise to develop a material balance model on O2 for the shell-and-tube mass exchanger.

Why brands do not exist in isolation environments : Based on your review of the Learnscape scenario titled "Learnscape 3: Recover and Retention", explain the fundamental reasons why brands do not exist in isolation but do exist in larger environments that include other brands.

Components of local area network and common protocols : a. What are the components of a Local Area Network (LAN) and common protocols? b. What are the components of Wireless Local Area Network (WLAN) and common protocols?

Determine whether or not the product offering are consistent : determine whether or not the product offerings that you selected are consistent with the perceived selections of the given health care entity. Explain your rationale.

User Account

All Pages