Category Theory is becoming an useful tool to formalize abstract concepts making easy to construct proofs and investigate properties while graphs are commonly used to model systems. Partiality is a important mathematical concept used in Mathematics and Computer Science. In this paper we define a category where objects are partial graphs whose arcs may have source and/or target nodes undefined and morphisms are total homomorphisms o
Homogeneous structures are a well studied research area and have variety uses like constructions in ...
Introduction Partial maps are naturally ordered according to their extent of definition. Constructi...
This paper presents some graph-theoretic questions from the viewioint of the portion of category the...
This is a book about graph homomorphisms. Graph theory is now an established discipline but the stud...
In [1] F. H a r a r y, D. Hsu and Z. Mi l le r have introduced the concepts of a bicomplete homomorp...
AbstractThis paper is divided in two parts. In the first we analyse in great generality data types i...
AbstractThe transformation of total graph structures has been studied from the algebraic point of vi...
AbstractThis paper attempts to reconcile the various abstract notions of “category of partial maps” ...
Conference of 8th International Workshop on Computing with Terms and Graphs, TERMGRAPH 2014 ; Confer...
AbstractIn this paper we consider two conceptually different categorical approaches to partiality na...
The transformation of total graph structures has been studied from the algebraic point of view over ...
Freedman, Lovász and Schrijver characterized graph parameters that can be represented as the (weight...
The notion of trace in a monoidal category has been introduced to give a categorical account of a si...
http://deepblue.lib.umich.edu/bitstream/2027.42/5440/5/bac4075.0001.001.pdfhttp://deepblue.lib.umich...
Categories of partial functions have become increasingly important principally because of their appl...
Homogeneous structures are a well studied research area and have variety uses like constructions in ...
Introduction Partial maps are naturally ordered according to their extent of definition. Constructi...
This paper presents some graph-theoretic questions from the viewioint of the portion of category the...
This is a book about graph homomorphisms. Graph theory is now an established discipline but the stud...
In [1] F. H a r a r y, D. Hsu and Z. Mi l le r have introduced the concepts of a bicomplete homomorp...
AbstractThis paper is divided in two parts. In the first we analyse in great generality data types i...
AbstractThe transformation of total graph structures has been studied from the algebraic point of vi...
AbstractThis paper attempts to reconcile the various abstract notions of “category of partial maps” ...
Conference of 8th International Workshop on Computing with Terms and Graphs, TERMGRAPH 2014 ; Confer...
AbstractIn this paper we consider two conceptually different categorical approaches to partiality na...
The transformation of total graph structures has been studied from the algebraic point of view over ...
Freedman, Lovász and Schrijver characterized graph parameters that can be represented as the (weight...
The notion of trace in a monoidal category has been introduced to give a categorical account of a si...
http://deepblue.lib.umich.edu/bitstream/2027.42/5440/5/bac4075.0001.001.pdfhttp://deepblue.lib.umich...
Categories of partial functions have become increasingly important principally because of their appl...
Homogeneous structures are a well studied research area and have variety uses like constructions in ...
Introduction Partial maps are naturally ordered according to their extent of definition. Constructi...
This paper presents some graph-theoretic questions from the viewioint of the portion of category the...