A library of some algorithms for python made in rust with pyo3
Project description
steap_by_steap
"steap_by_steap" is a comprehensive Python library designed to facilitate learning and implementation of fundamental algorithms and data structures. From efficient searching and sorting techniques to advanced data structures like trees and graphs, this library aims to empower developers with robust tools for algorithmic problem-solving. Whether you're a student delving into algorithms or a seasoned developer seeking reliable implementations, "steap_by_steap" provides a rich collection of algorithms, backed by clear documentation and easy integration.
Logo
Features
List of key features:
- Binary Search
- Binary Search Tree
- B-tree
- Compression
- Convex Hull
- Directed Graph (Digraph)
- Graph
- Heap
- Interval Search Tree
- Kd-tree
- Line Segment
- Non-finite Automata
- Priority Queue
- Queue
- Regular Expressions (Regex)
- R-way Trie
- Shuffle
- Simplex Method
- Sorting Algorithms
- Stack
- Substring Search
- Suffix Array
- Ternary Search Trie
- Union-Find
- Weighted Graph
Installation
pip install steap_by_steap
Code Documentation
https://jero98772.github.io/steap_by_steap/steap_by_steap/index.html
Purpose
The purpose of "steap_by_steap" is to provide a comprehensive library of algorithms, enabling users to learn and implement various data structures and algorithms.
Contribution
Contributions are welcome. If you wish to contribute, please follow the guidelines outlined in CONTRIBUTING.md.
References
- Courses:
- Algorithms I & II from Princeton University
License
GPLv3 License
Examples of use
-
Binary Search Example:
import steap_by_steap array = [1, 3, 5, 7, 9, 11, 13, 15] target = 7 index = steap_by_steap.Binary_search(array, target) if index is not None: print(f"Target {target} found at index {index}") else: print(f"Target {target} not found in the array")
-
Binary Search Tree Example:
import steap_by_steap bst = steap_by_steap.BinarySearchTree() bst.insert(5) bst.insert(3) bst.insert(7) print(bst.search(3)) # Should print True print(bst.search(6)) # Should print False
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Sorting Example (Selection Sort):
import steap_by_steap arr = [64, 25, 12, 22, 11] sorted_arr = steap_by_steap.Selection(arr) print(sorted_arr) # Output should be [11, 12, 22, 25, 64]
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Graph Example (Depth-First Search):
import steap_by_steap graph = steap_by_steap.Graph() graph.add_edge(0, 1) graph.add_edge(0, 2) graph.add_edge(1, 2) graph.add_edge(2, 0) graph.add_edge(2, 3) graph.add_edge(3, 3) print("Following is DFS from vertex 2:") graph.dfs(2)
-
Priority Queue Example:
import steap_by_steap pq = steap_by_steap.PriorityQueue() pq.push(4) pq.push(5) pq.push(3) pq.push(10) print(pq.pop()) # Output: 3 print(pq.pop()) # Output: 4 print(pq.pop()) # Output: 5 print(pq.is_empty()) # Output: False
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