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(Solved): Topic: Create an information source using simplified Polynesian. Please use PYTHON and fol ...



Topic: Create an information source using simplified Polynesian.

Please use PYTHON and follow the Pandas method to generate a Babel library permutation space with the following parameters:

  • Use the Simple Polynesian alphabet (as found in the Schütz and Manning reading and printed below)
  • Spaces have no weight in the character set
  • Use a message length of seven
  • Create a text by randomly selected seven letter words based on the weights (separated by spaces)

Using the unigram term frequencies in that reading as weights, write a simple text generator from the Babel library you just created. Please include the complete code with results as well (screenshots for results, etc.) to show it worked. Thank you!

Example 8: Simplified Polynesian Simplified Polynesian \( { }^{3} \) appears to be just a random sequence of letters, with th

For your reference: please see thesegithub.com/liontiger \( 1 / P \)

Example 8: Simplified Polynesian Simplified Polynesian \( { }^{3} \) appears to be just a random sequence of letters, with the letter frequencies as shown: Then the per-letter entropy is: \[ \begin{aligned} \mathrm{H}(\mathrm{P}) &=-\sum_{i \in\{p, t, k, a, i, u\}} P(i) \log P(i) \\ &=-\left[4 \times \frac{1}{8} \log \frac{1}{8}+2 \times \frac{1}{4} \log \frac{1}{4}\right] \\ &=2 \frac{1}{2} \text { bits } \end{aligned} \] This is supported by the fact that we can design a code that on average takes \( 2 \frac{1}{2} \) bits to transmit a letter: github.com/liontiger \( 1 / P \)


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Answer import pandas as pd data = pd.read_csv("breast-cancer-wisconsin.csv") data.head() import pandas import scipy import
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