Discussion
Loading...

Post

  • About
  • Code of conduct
  • Privacy
  • About Bonfire
Paysages Mathématiques
@paysmaths@mathstodon.xyz  ·  activity timestamp 9 hours ago

Theorem of the Day (December 23, 2025) : Bézout’s Identity
Source : Theorem of the Day / Robin Whitty
pdf : https://www.theoremoftheday.org/NumberTheory/BezoutId/TotDBezoutId.pdf
notes : https://www.theoremoftheday.org/Resources/TheoremNotes.htm#249

#mathematics #maths #math #theorem @Theoremoftheday

Theorem of the Day

View (PDF)
Comprehensive presentation of the "Theorem of the Day", starting with a statement of this theorem.

Bézout’s Identity : Let a and b be positive integers with greatest common divisor equal to d. Then there are integers u and v such that au + bv = d.
Comprehensive presentation of the "Theorem of the Day", starting with a statement of this theorem. Bézout’s Identity : Let a and b be positive integers with greatest common divisor equal to d. Then there are integers u and v such that au + bv = d.
Comprehensive presentation of the "Theorem of the Day", starting with a statement of this theorem. Bézout’s Identity : Let a and b be positive integers with greatest common divisor equal to d. Then there are integers u and v such that au + bv = d.
  • Copy link
  • Flag this post
  • Block
Log in

Bonfire community

This is a bonfire demo instance for testing purposes

btfree.social: About · Code of conduct · Privacy ·
Bonfire community · 1.0.0 no JS en
Automatic federation enabled
  • Explore
  • About
  • Public Groups
  • Code of Conduct
Home
Login