Simpl program prove by structural induction

Assignment Help Basic Computer Science
Reference no: EM13698078

Program: Let c be an arbitrary SIMPL program and assume that judgment <c, {(x, 3)}> ßs' holds for some store s'. Prove by structural induction that x Î pre(s'), where pre(s') denotes the preimage of s'.

I looked up the definition of pre-image:

f: X®Y

x ? X is a pre-image of y ? Y if (y,x) ? ?  (? is a binary relation)

What should my recursive case be?

Reference no: EM13698078

Emerging wireless technology in the healthcare industry

The medical industry is a good example of an industry that must balance the security issues associated with wireless technologies with the business value added from wireless

Researching unique wlan applications

Using the Internet, research wireless LAN applications. Compile a list of at least five applications that you had not imagined before for WLANs, and write a one-paragraph de

Demonstrate the function in a complete program

A prime number is a number that is only evenly divisible by itself and 1. For example, the number 5 is prime because it can only be evenly divided by 1 and 5. The number 6,

How would you a data set is described

Describe a scenario where model output data are not well described by mean and variances. Why is it not possible to describe such a data set using these descriptive statisti

How high is the building

A flagpole 40 feet high stands on top of the Wentworth Building. From a point in front of Bailey's Drugstore, the angle of elevation for the top of the pole is 54° 54, and t

The denominator for the target fraction

The denominator for the target fraction: 2 Enter the numerator for the next fraction to test: 2 Enter the denominator for the next fraction to test: 4 The fraction you just en

Explain the concept of artificial intelligence

Remember, all quotations, paraphrased material, images, graphics and statistics must be referenced in your report, so make note of all sources while compiling your research!

Demonstrate that the asymptotic behavior of the learn

The issue of interest is to demonstrate that the asymptotic behavior of the learn ingrate parameter η (x) in Eq. (4.85) does not converge to zero as the number of iterations

Reviews

Write a Review

 
Free Assignment Quote

Assured A++ Grade

Get guaranteed satisfaction & time on delivery in every assignment order you paid with us! We ensure premium quality solution document along with free turntin report!

All rights reserved! Copyrights ©2019-2020 ExpertsMind IT Educational Pvt Ltd