ViewTube

ViewTube
Sign inSign upSubscriptions
Filters

Upload date

Type

Duration

Sort by

Features

Reset

26 results

The Modern SDE
Hopcroft–Karp Algorithm: Maximum Bipartite Matching with Augmenting Paths | DSA Course L131

Lecture 131 of the Complete DSA Course in Java by Engineer X · Part 6: Graph Algorithms. In this lecture • Matchings in bipartite ...

12:12
Hopcroft–Karp Algorithm: Maximum Bipartite Matching with Augmenting Paths | DSA Course L131

14 views

3w ago

vlogommentary
Understanding Backward Edges in Ford-Fulkerson for Valid Augmenting Paths

Learn why backward edges in the Ford-Fulkerson algorithm are crucial for finding valid augmenting paths and ensuring maximum ...

3:22
Understanding Backward Edges in Ford-Fulkerson for Valid Augmenting Paths

10 views

1mo ago

The Modern SDE
Ford-Fulkerson Algorithm: Residual Networks and Augmenting Paths Explained | DSA Course L127

Lecture 127 of the Complete DSA Course in Java by Engineer X · Part 6: Graph Algorithms. In this lecture • The Ford-Fulkerson ...

11:07
Ford-Fulkerson Algorithm: Residual Networks and Augmenting Paths Explained | DSA Course L127

9 views

3w ago

Learn with SA
Hungarian Method Explained Step by Step | Bipartite Matching & Augmenting Paths | Learn with SA

... How to find augmenting paths - How to update a matching by flipping edges - How to determine when a maximum matching has ...

7:49
Hungarian Method Explained Step by Step | Bipartite Matching & Augmenting Paths | Learn with SA

201 views

10d ago

The Modern SDE
Maximum Bipartite Matching Using Max Flow (Ford-Fulkerson) Explained in Java | DSA Course L130

... gives a maximum matching • A traced run where an augmenting path zigzags and reassigns two students • Running time O(VE), ...

9:24
Maximum Bipartite Matching Using Max Flow (Ford-Fulkerson) Explained in Java | DSA Course L130

14 views

3w ago

The Modern SDE
Hopcroft–Karp Running Time: Why It Is O(E√V), Proof Made Simple | DSA Course L132

... least |M*| − |M| vertex-disjoint augmenting paths, with the counting proof • Lemma 25.5: after a phase, every augmenting path is ...

9:55
Hopcroft–Karp Running Time: Why It Is O(E√V), Proof Made Simple | DSA Course L132

9 views

3w ago

The Modern SDE
Hungarian Algorithm Step by Step: Alternating Forests and Label Updates | DSA Course L135

Lecture 135 of the Complete DSA Course in Java by Engineer X · Part 6: Graph Algorithms. In this lecture • The directed equality ...

9:20
Hungarian Algorithm Step by Step: Alternating Forests and Label Updates | DSA Course L135

2 views

3w ago

Binary Verse AI
Maximum Cardinality Matching: How the OpenAI Proof Breaks the √n Barrier

What you'll learn: - Why maximal matching can miss the maximum—and how augmenting paths improve it - Why odd cycles ...

16:14
Maximum Cardinality Matching: How the OpenAI Proof Breaks the √n Barrier

1,026 views

6d ago

Abdelrahman Abdelaal
Maximal Flow and Minimum Spanning Tree   Tutorial #9

خوارزمية التدفق المتبقي والمسارات المعززة (Augmenting Paths). مسألة شجرة الامتداد الأصغرى (Minimum Spanning Tree - MST): كيفية ...

32:49
Maximal Flow and Minimum Spanning Tree Tutorial #9

0 views

10d ago

Abdelrahman Abdelaal
خوارزميات الشبكات خطوة بخطوة: Maximal Flow and Minimal Spanning Tree (OR)

Step-by-step application of augmenting path algorithms to maximize total throughput. Tracking residual capacities and ...

32:49
خوارزميات الشبكات خطوة بخطوة: Maximal Flow and Minimal Spanning Tree (OR)

0 views

10d ago

Core Concept Learning
AWS Machine Learning Engineer Associate (MLA-C02) Practice Exam 6: 65 Questions Explained

Full-length practice exam 6 for the AWS Certified Machine Learning Engineer – Associate (MLA-C02) certification: 65 original ...

1:45:07
AWS Machine Learning Engineer Associate (MLA-C02) Practice Exam 6: 65 Questions Explained

22 views

1d ago

The Modern SDE
Order-Statistic Trees Explained: K-th Smallest and Rank in O(log n) | DSA Course L92

Lecture 92 of the Complete DSA Course in Java by Engineer X · Part 5: Advanced Data Structures. In this lecture • A map of Part 5: ...

10:57
Order-Statistic Trees Explained: K-th Smallest and Rank in O(log n) | DSA Course L92

34 views

3w ago

Abstractis Finance
OpenAI Just Released 722 Math Papers. Here’s What They Mean.

OpenAI's new math papers, explained with simple visualizations. This overview covers 34 groups of related results across all 17 ...

24:51
OpenAI Just Released 722 Math Papers. Here’s What They Mean.

305 views

2w ago

Core Concept Learning
AWS Machine Learning Engineer Associate (MLA-C02) Practice Exam 8: 65 Questions Explained

Full-length practice exam 8 for the AWS Certified Machine Learning Engineer – Associate (MLA-C02) certification: 65 original ...

1:51:38
AWS Machine Learning Engineer Associate (MLA-C02) Practice Exam 8: 65 Questions Explained

15 views

21h ago

Some Guy Just Thinking
One Cut Reveals How Much Water These Pipes Can Carry

The max-flow min-cut theorem explains why these pipes can't deliver more water. How can one boundary prove there's no better ...

10:23
One Cut Reveals How Much Water These Pipes Can Carry

23 views

2w ago

Kelly, la prof de français
4 Heures D'Entraînement DELF B2 & DALF C1 : Maîtrisez le Débat avec ces 19 Sujets d'Entraînement

Préparez efficacement votre production orale pour les examens DELF B2 et DALF C1 avec cette compilation de 19 débats en ...

4:38:18
4 Heures D'Entraînement DELF B2 & DALF C1 : Maîtrisez le Débat avec ces 19 Sujets d'Entraînement

1,187 views

6d ago