'Intersection types' diaporamas de présentation

Counting subgraphs

Counting subgraphs. Support measures for graphs Natalia Vanetik. This research was carried out under the supervision of Prof. Eyal S. Shimony and Prof. Ehud Gudes. Published in DAMI Journal vol. 13(2), September 2006. Research directions. Multiflows in graphs

469 views • 34 slides

Counting subgraphs

Counting subgraphs. Support measures for graphs Natalia Vanetik. This research was carried out under the supervision of Prof. Eyal S. Shimony and Prof. Ehud Gudes. Published in DAMI Journal vol. 13(2), September 2006. Research directions. Multiflows in graphs

345 views • 34 slides

Role of SPFs in the Interactive Highway Safety Design Model (IHSDM)

448 views • 28 slides

Subtyping

Subtyping. The type A is a subtype of B iff Any element of A is an element of B . If two elements are equal in A then they are equal in B. Examples: A ? Top Void ? A {x:A | P[x}} ? A A ? A//R {1,2,3} ? Z ? Z 6 ? Z 2. Subtyping (cont.).

379 views • 26 slides

Subtyping

Subtyping. The type A is a subtype of B iff Any element of A is an element of B . If two elements are equal in A then they are equal in B. Examples: A ? Top Void ? A {x:A | P[x}} ? A A ? A//R {1,2,3} ? Z ? Z 6 ? Z 2. Subtyping (cont.).

266 views • 26 slides

Lec 25, Ch.7, pp.215-235: Intersection types and design principles (Objectives)

Lec 25, Ch.7, pp.215-235: Intersection types and design principles (Objectives). Become familiar with the typical intersection types (See figures 7-1 thorugh 7-5) and their characteristics

391 views • 20 slides