Pages that link to "Item:Q2274045"

The following pages link to Order- and graph-theoretic investigation of dimensions of finite topological spaces and Alexandroff spaces (Q2274045):

Displaying 15 items.

• Dimensions of the type \(\dim\) and Alexandroff spaces (Q392344) (← links)
• Finite spaces: a reduction algorithm for the computation of the small inductive dimension (Q520332) (← links)
• The Alexandroff dimension of digital quotients of Euclidean spaces (Q1597672) (← links)
• Universality property and dimension for frames (Q2006974) (← links)
• Submodular functions and rooted trees (Q2095463) (← links)
• The dimension Dind of finite topological \(T_0\)-spaces (Q2144650) (← links)
• A computing procedure for the small inductive dimension of a finite \(\mathrm{T}_0\)-space (Q2342914) (← links)
• 2-dimension from the topological viewpoint (Q2385529) (← links)
• Algorithmic counting of zero-dimensional finite topological spaces with respect to the covering dimension (Q2660352) (← links)
• On finite \(T_0\) topological spaces (Q2782208) (← links)
• Efficient Computation of the Large Inductive Dimension Using Order- and Graph-theoretic Means (Q4988918) (← links)
• Quasihomeomorphisms and Skula spaces (Q5872579) (← links)
• On a quotient \(S\)-set induced by countably infinite decreasing chains (Q6056659) (← links)
• Covering dimension of finite topological spaces (Q6547361) (← links)
• A study of the small inductive dimension in the area of finite lattices (Q6615243) (← links)