IT PhD Computer Journal

Assignment number 26 in the Go Tour.

Implement a Fibonacci function that returns a function (closure) that returns consecutive Fibonacci numbers (0, 1, 1, 1, 2, 3, 5, …).

Solution:

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So, there we have exercise 23 from Go Tour.

Implement the WordCount function. It should return a map (data type map) of the counts of each “word” in the string s. The function wc.Test runs a set of tests against the provided function and outputs success or failure. It makes sense to use the strings.Fields function to perform the task.

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From chapter 18 of Go tour.. In general, the tasks in this ‘tour’ are quite itchy B) So…

Implement the Pic function. It should return a fragment of length dy, each element of which is a fragment of dx 8-bit unsigned integers. When you run the program, it will display your picture by interpreting the integers as grayscale (or blue) values. It will draw something like the picture on the left..
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The last example on Pythagoras’ theorem is quite simple. Let’s take a problem from the same topic, but more complicated. Suppose we have a circle in the center of x-axis and y-axis (i.e. center at coordinates 0,0). Let’s write a test for finding an arbitrary point inside the circle.

Here again Pythagoras will help us. In the general case, the formula is as follows:

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Continue practicing Go and remembering the school curriculum “Pythagoras pants are equal on all sides!” Or to paraphrase in a more boring version: the square of the length of the hypotenuse of a right triangle is equal to the sum of the squares of the cathetuses: c^2 = a^2 + b^2

Our titanic task is this: find the third side of a right triangle. Here’s the code:

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Let’s write a simple program in Go that will take a string, break it down into slice elements, and convert each element into a number.

First, all the code, and I will break it down in detail below:

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Let’s write a program that prints numbers as text. Let’s limit it to a range of 1 to 1000.

Here is the first example of code, a fuzzy one:

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Task number 8 in golang tour…

Cycles and functions

To play with functions and loops, let’s implement the square root function: Given a number x, we want to find the number z for which z² is closest to x.

Computers usually calculate the square root of x using a loop. Starting with some assumed z, we can adjust z based on how close z² is to x, getting a better guess:

z -= (z * z - x) / (2 * z)

igroglaz’ note: Continue reading →

Let’s write a program that reads N numbers separated by a space (in one line) and calculates their average value.

The task seems to be simple, but it can be solved in different ways. Here is my version:

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Today let’s remember what the median is and how to find it. The median is a number exactly in the middle of an ordered list. It is a very useful thing in statistics and it helps to see the real picture, not the average temperature in the hospital 🙂 For example, we have a list of 55, 1, 22, 7, 92… to find the median:

1. we order it. We get: 1, 7, 22, 55, 92
2. look for the one in the middle… that’s 22

If we have an even number of elements in the list, then the median is the average of the sum of two neighboring values. Anyway, here is the code of the simplest variant:

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Calculate the number of characters in the text – how many which letter occurs how many times. You can do this with maps, but there is another, C-style way: character arithmetic:

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There is a resource for newcomers to the Go language – “A Tour of Go“. There’s a funny example in the beginning by number 7.. Continue reading →

The Go language is very similar to C. Here are some simple programs.

Let’s begin… Calculate 2 to the 12th power.

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