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Introduction to Algorithms study group | clrs.skanev.com Reviews
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Exercise 1.1.4
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Exercise 1.1.4. How are the shortest-path and traveling-salesman problems given above similar? How are they different? They are similar, because each of then has to walk a graph and find a path in them. The difference is the constraint on the solution. The shortest-path requires just a path between two points, while the traveling salesman requires a path between more points that returns to the first point.
Exercise 2.1.4
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Exercise 2.1.4. Consider the problem of adding two $n$-bit binary integers, stored in two n-element arrays $A$ and $B$. The sum of the two integers should be stored in binary form in an $(n 1)$-element array $C$. State the problem formally and write pseudocode for adding the two integers. I'm just happy that I don't need to write the loop invariant, since that seems tedious. Here is the pseudocode:.
Exercise 2.1.3
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Exercise 2.1.3. Consider the searching problem. A sequence of $ n $ numbers $ A = langle a 1, a 2, ldots, a n rangle $ and a value $ nu$. And index $i$ such that $ nu = A[i] $ or the special value $NIL$ if $ nu$ does not appear in $A$. Write the pseudocode for. Which scans through the sequence, looking for $ nu$. Using a loop invariant, prove that your algorithm is correct. Make sure that your loop invariant fulfills the three necessary properties. The pseudocode looks like this:. The loop terminates whe...
Exercise 2.1.1
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Exercise 2.1.1. Using figure 2.4 as a model, illustrate the operations of. On the array $ A = langle 31, 41, 59, 26, 41, 58 rangle $. Wow, this took a while to implement. Graphviz sucks.
Exercise 1.1.1
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Exercise 1.1.1. Give a real-world example that requires sorting or a real-world example that requires computing a convex hull. A real-world example of sorting is pretty straightforward - for example, every web page that renders a list alphabetically needs to sort the entries - a catalog, an index or whatever. I have no clue why we need to compute convex hulls, but Wikipedia says that there are a bunch of applications.
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Поглед назад V: още по-кратка ретроспекция на 2013 – Codito ergo sum
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Блогът на Стефан Кънев. Поглед назад V: още по-кратка ретроспекция на 2013. По всички критерии, тази година бе една от странните. Гледайки назад, ми се струва, че съм постигнал срамно по-малко, отколкото ми се искаше. От друга страна, не е толкова малко, колкото си мисля. Нещата включват:. Минах през първите десет глави от Introduction to Algorithms. Говорейки за математика, старата ми любов към нея нещо се разпламени. Порешавах малко задачи. И дори направих презентация, в която си известно преувеличаван...
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Introduction to Algorithms study group
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