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Create a DTD which describes the structure of the document which you prepared in Question 1. Make sure that you use all appropriate DTD ingredients to constrain valid documents as much as possible.
Make sure that your DTD has the following two features:
(a) Use IDREFs in your DTD to include more data about users and refer to those users elsewhere in doc; and
(b) Your DTD should contain one or more parameter entities.
You should modify your XML document from Question 1 such that it now contains a reference to the DTD schema. Include in your submission a screenshot that proves that your instance document is valid over the DTD. For example, if you use xmllint in Linux, take a screenshot of the start of the output. As an aother example, if you use an editor such as Blue?sh, take a screenshot after you have run the DTD validation.
Create a visualization (programming project) and demonstrate it in the class. The project should be related to distributed systems. (A distributed system consists of multiple auton
Real Distinct Eigenvalues Under this case we'll have the real, distinct eigenvalues l 1 ≠l 2 ≠l 3 a and their related eigenvectors, ?h 1 , ?h 2 and ?h 3 are guarantee
Calculate the total price to purchase all the components required to build a state-of-the-art gaming computer from components available on the internet. Before attempting this exer
Overview You will write a loadable kernel module. If you have an idea which you can convince me is a good idea that can not be done as a module, but only via direct modificatio
Define a higher order version of the insertion sort algortihm. That is define functions insertBy :: Ord b => (a->b) -> a -> [a] -> [a] inssortBy :: Ord b => (a->b) -> [a] ->
Describe URL and hostname part? The hostname part of the URL should be a valid Internet hostname. It can also be an IP address like as 204.29.207.217 or 128.235.252.184. The
Design and implement a stringed musical instrument class using the following guidelines: a. Data fields for your instrument should include number of strings, an array of stri
1 Triple Eigenvalue with 2 Linearly Independent Eigenvectors In this case we will have the eigen-value l with the two linearly independent eigenvectors ?h 1 and ?h 2
Overview Goals: The goals for this assignment are Design and implement instantiable classes. Use arrays of objects. Read from and write to files. Implement basic
depth estimation from block matching algorithm motion estimation
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