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Proof that the Divisibility is a Partial Order (Reflexive, Anti-Symmetric, Transitive)
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In this exercise we will proof that the divisibility of two natural numbers is a partial order, meaning that it is reflexive, anti-symmetric and transitive.
⏰ Timeline
00:00 Exercise
00:13 Divisibility
00:37 Reflexitivity
01:06 Anti-symmetry
02:25 Transitivity
03:12 Conclusion
📜 All Discrete Mathematics Exercises
📜 All Linear Algebra Exercises
🎵 Music
Creative Commons — Attribution 3.0 Unported — CC BY 3.0
⏰ Timeline
00:00 Exercise
00:13 Divisibility
00:37 Reflexitivity
01:06 Anti-symmetry
02:25 Transitivity
03:12 Conclusion
📜 All Discrete Mathematics Exercises
📜 All Linear Algebra Exercises
🎵 Music
Creative Commons — Attribution 3.0 Unported — CC BY 3.0
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