The following pages link to Matroid representation
External toolsShowing 31 items.
View (previous 50 | next 50) (20 | 50 | 100 | 250 | 500)- Matroid (links | edit)
- Algebraic independence (links | edit)
- Graphic matroid (links | edit)
- Regular matroid (links | edit)
- Bicircular matroid (links | edit)
- Oriented matroid (links | edit)
- Gammoid (links | edit)
- Uniform matroid (links | edit)
- Rota's conjecture (links | edit)
- Sylvester matroid (links | edit)
- Binary matroid (links | edit)
- Eulerian matroid (links | edit)
- Vámos matroid (links | edit)
- Algebraic matroid (links | edit)
- Linear matroid (redirect page) (links | edit)
- Feedback vertex set (links | edit)
- Connected dominating set (links | edit)
- Matroid intersection (links | edit)
- Dual matroid (links | edit)
- Characteristic set (links | edit)
- Rigidity matroid (links | edit)
- Matroid oracle (links | edit)
- Matroid rank (links | edit)
- Ingleton's inequality (links | edit)
- Corank (links | edit)
- Matroid girth (links | edit)
- Xuong tree (links | edit)
- Matroid parity problem (links | edit)
- Basis of a matroid (links | edit)
- User:Obelixm2/Ingleton Inequality (links | edit)
- Ingleton's inequality (links | edit)
- Matroid girth (links | edit)
- Representable matroid (redirect page) (links | edit)
- Independence Theory in Combinatorics (links | edit)
- Talk:Matroid (links | edit)
- Talk:Matroid representation (transclusion) (links | edit)
- User:Obelixm2/Ingleton Inequality (links | edit)
- User:Tompw/Books/Mathematics (M) (links | edit)
- User:Tompw/Books/Mathematics (links | edit)
- User:Artisticidea/Books/Graph Theory (links | edit)
- User:Darylfunk/Books/Matroid stuff (links | edit)
- User:David Eppstein/Matroid Theory (transclusion) (links | edit)
- User:Zarzuelazen/Books/Reality Theory: Algebra&Number Theory (links | edit)
- User talk:D.Lazard/Archive 3 (links | edit)
- Misplaced Pages:WikiProject Mathematics/List of mathematics articles (M–O) (links | edit)
- Misplaced Pages:WikiProject Mathematics/List of mathematics articles (M) (links | edit)