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Practical Efficiency of Containers
Halámka, Jan ; Letko, Zdeněk (referee) ; Holík, Lukáš (advisor)
This thesis is about theorethical and practical comparrison of following data containers: vector, deque, list, hash table, avl-tree, rb-tree, splay-tree, sg-tree, treap, B-tree, binomial heap, fibonacci heap, rope and skiplist while implementing sets. Asymptotic, amortized and average-case complexity for each of those structures are noted, as well as details about their implementation and description of how are they stored in computer memory. There was also created a set of tests for comparrison purposes, its results are also part of this paper.
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Evaluation of Chosen Tree Search Methods
Tříska, Vít ; Lukáš, Roman (referee) ; Honzík, Jan M. (advisor)
A function to search is widely used operation in all possible forms. Recent developments show increasing importance of far more effective search methods. That is why this work deals with an evaluation of the fastest search methods at present time, namely AVL tree, red-black tree, splay tree and skip list. Moreover, it tries to recommend them for their correct usage. A supplementary goal of this thesis is to create a learning tool (study aid), which would facilitate better understanding of pitfalls of each individual search method.
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Evaluation of Chosen Tree Search Methods
Tříska, Vít ; Lukáš, Roman (referee) ; Honzík, Jan M. (advisor)
A function to search is widely used operation in all possible forms. Recent developments show increasing importance of far more effective search methods. That is why this work deals with an evaluation of the fastest search methods at present time, namely AVL tree, red-black tree, splay tree and skip list. Moreover, it tries to recommend them for their correct usage. A supplementary goal of this thesis is to create a learning tool (study aid), which would facilitate better understanding of pitfalls of each individual search method.
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Practical Efficiency of Containers
Halámka, Jan ; Letko, Zdeněk (referee) ; Holík, Lukáš (advisor)
This thesis is about theorethical and practical comparrison of following data containers: vector, deque, list, hash table, avl-tree, rb-tree, splay-tree, sg-tree, treap, B-tree, binomial heap, fibonacci heap, rope and skiplist while implementing sets. Asymptotic, amortized and average-case complexity for each of those structures are noted, as well as details about their implementation and description of how are they stored in computer memory. There was also created a set of tests for comparrison purposes, its results are also part of this paper.
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