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====== Algorithms - lectures ======

^ Lecture^ Day            ^  Topics         ^  Slides  ^   Lecturer  ^
|  **1.**  |  18.2. | Order of growth of functions, asymptotic complexity    |{{:courses:ae4b33alg:alge01.pdf| alg01}} | Berezovský  |
|  **2.**  |  25.2. | Recursion, complexity of recursive algorithms, Master theorem |{{:courses:ae4b33alg:alg02e.pdf| alg02}} | Berezovský  |
|  **3.**  |   3.3. | Trees, binary trees, backtracking     | {{:courses:ae4b33alg:alg03_2011e.pdf| alg03}} | Berezovský  | 
|  **4.**  |  11.3. | Queue, graph, Breadth/Depth First Search  | {{:courses:ae4b33alg:alg04_2011e.pdf| alg05}} | Berezovský  | 
|  **5.**  |  18.3. | Array search, Binary search tree              | {{:courses:ae4b33alg:alg05_2011e.pdf| alg06}} | Berezovský  |
|  **6.**  |  25.3. | AVL and B- trees                | {{:courses:ae4b33alg:alg06_2011e.pdf| alg07}} | Berezovský  | 
|  **9.**  |  1.4.  | Sorting algorithms with complexity O(n²) | {{:courses:ae4b33alg:alg07_2011e.pdf| alg04 }} | Berezovský  |
|  **7.**  |  8.4. | Sorting algorithms with complexity O(n·log(n)) | {{:courses:ae4b33alg:alg08_2011e.pdf| alg08}} | Berezovský   | 
|  **8.**  |  15.4.  | Sorting algorithms with  complexity O(n) and in higher dimensions | {{:courses:ae4b33alg:alg09_2011e.pdf| alg09}} {{:courses:ae4b33alg:alg10_2011e.pdf| alg10 }} | Berezovský     | 
|  **10.**  |  22.4 | Dynamic programming I           | {{:courses:ae4b33alg:alg10_2015_e.pdf| alg11 }}  {{:courses:ae4b33alg:alg10_2015b_e.pdf| alg11b }} | Berezovský  |
|  **11.**  |  29.4 | Dynamic programming II             | {{:courses:ae4b33alg:alg11_2011e.pdf| alg12}}   | Berezovský  |
|  **12.**  |   6.5 | Hashing I             | {{:courses:ae4b33alg:alg13e.pdf| alg13 }}  |  Berezovský  |
|  **13.**  |  13.5 | Hashing II | {{:courses:ae4b33alg:alg14e.pdf| alg14a}} {{:courses:ae4b33alg:alg13_2015b_e.pdf| alg14b}}    | Berezovský  |
|  **14.**  |  20.5 | Repetitions | -- | Berezovský  |