Algorithms and Data Structures 2
Public syllabus for 2025-2026
Academic overview
Teaching team
Learning time distribution
| Total | ||||||
|---|---|---|---|---|---|---|
| Curriculum | Lecture | Practice | Total Weekly | Lecture | Practice | |
| 56 | 28 | 28 | 4 | 2 | 2 | |
| Exam hours | ||||||
| 6 | ||||||
| Individual Study | Bibliography study | Field study | Homework | Tutoring | Others | |
| 63 | 23 | 9 | 26 | 5 | 0 | |
| Overall | ||||||
| 125 |
Learning outcomes
Knowledge
- (6a03a0922355ae3a04d2f214) identifies, explains, and justifies fundamental concepts of data structures, algorithms, and programming paradigms, as well as computer architecture.
Skills
- (6a03a0932355ae3a04d2f236) develops, designs, and demonstrates complex software solutions using efficient algorithms and diverse programming paradigms.
- (6a03a0932355ae3a04d2f23a) designs, plans, builds, and develops scalable software applications and efficiently uses hardware and software resources.
Responsibility
- (6a03a0942355ae3a04d2f2d5) develops interdisciplinary solutions by integrating mathematics with related fields and collaborating efficiently with specialized teams.
- (6a03a0942355ae3a04d2f2d8) produces software and continuously adapts it to new technologies and market requirements.
Online platform
Course content
| Content | Methods | Obs |
|---|---|---|
| Introduction. Review of basic knowledge for implementing data structures. Pointers. | lecturing, dialogue, student debate | 2h |
| Linked Lists. Simple linked lists concepts and implementation. Searching for information in a chained list. Inserting new nodes into a chained list. Analysis of the complexity of operations | idem | 2h |
| Linked Lists: Advanced Topics. Doubly linked lists. Inserting and deleting nodes from a doubly linked list. Stacks, tails, double tails. Lists in STL, Analysis of the complexity of operations | idem | 2h |
| Skip lists. Definition and implementation. Self-organizing lists. Analysis of the complexity of operations | idem | 2h |
| Hash tables, Direct addressing, chaining hashing. Examples of hash functions. Hashing through the open approach. Double hashing. Universal hashing. Perfect hashing. Complexity analysis. | idem | 2h |
| Heaps. Implementation of heap operations. Application: heapsort. Other applications. Analysis of the complexity of operations. | idem | 2h |
| Binary Search Trees (BST) Trees. Implementation: Insertion, Search, Traversal: preorder, inorder, postorder. Analysis of the complexity of operations | idem | 2h |
| Traversing binary search trees: preorder, outorder, postorder – the iterative version. Breadth-first search. Analysis of the complexity of the operations | idem | 2h |
| The deletion operation for a binary tree: Deletion by copying, Deletion by merging, Analysis of the complexity of the operations . Self-balancing BST: Implementation of insertion. | idem | 2h |
| Balancing binary search trees: the DSW algorithm. AVL tree operations: Insertion and deletion, Rotations. Analysis of the complexity of operations | idem | 2h |
| Splay trees. Definition. Implementation of operations: Introduction. Deletion. Analysis of the complexity of operations. | idem | 2h |
| Red-Black trees. Definition. Implementation of specific operations. Analysis of the complexity of operations | idem | 2h |
| Prefix trees. Definition. Implementation of specific operations. Analysis of the complexity of operations. | idem | 2h |
| Revision | open questions | 2h |
Course bibliography
T.H. Cormen, C.E.Leiserson, R.R. Rivest, C. Stein – Introduction to Algorithms, MIT Press. 4th Ed. 2022.
Seminar content
| Content | Methods | Obs |
|---|---|---|
| Introduction to the C language. Review of simple data processing and input/output operations. | Short recap of data structures presented during the lecture. Students will implement data structures on the Stepik platform. | 2h |
| Simple linked lists implementation. Searching in a linked list. Insertion and deletion of values to/from a linked list. | Idem 1 | 2h |
| Linked lists applications | Idem 1 | 2h |
| ......Stacks and Queues. Implementation of insertion, deletion. Applications. | Idem 1 | 2h |
| Mini projects using linear data structures: Store, Warehouse. | Idem 1 | 2h |
| Lab evaluation | two part test:- depiction of operations on linear data structures- implementation of a function that operates on a given data structure | 2h |
| Heaps: Max Heap and Min Heap. Insertion, deletion. Heapsort. Applications of heaps. | Idem 1 | 2h |
| Implementation of Binary Search Trees: Insertion, Search, Deletion. | Idem 1 | 2h |
| Binary Search Tree. Further exercises | Idem 1 | 2h |
| AVL Tree. Implementation of simple and double rotations, insertion and deletions. | Idem 1 | 2h |
| AVL Tree. Insertion and deletion. | Idem 1 | 2h |
| Splay Tree. Implementation of the splay function. Using the splay function in insertion, search, and deletion. | Idem 1 | 2h |
| Individual project presentation (if it is the case). Recap. | Idem 1; project presentation | 2h |
| Lab evaluation | two part test:- depiction of operations on linear data structures- implementation of a function that operates on a given data structure | 2h |
Seminar bibliography
Bibliography:Pas cu Pas platform: https://t.ly/ads2-26
Corroboration
This is a basic course in computer science programs all around the world. Questions from this course appear both in the graduation exam, as well as in hiring interviews.
AI tools guidance
Evaluation and delivery
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Performance standards
pass both sections: Course/Seminar-Lab - knowledge of basic notions about data structures: the written exam will consist of simple questions that test this knowledge. abilities to solve simple problems. in case a student does not have a passing mark for the lab, the exam grade from Session A will replace the smallest mark of the lab evaluations. If the lab grade is still under the passing mark, the student will recontract this subject next year.
Additional info
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