Gokccen Dilaver

collaborators

3 papers

math.CO2026

Basis Criteria for Extending Generalized Splines

GÃ¶kÃ§en Dilaver, Selma AltÄ±nok

Let $R$ be a commutative ring with identity and $G$ a graph. Extending generalized splines are a further extension of generalized splines by allowing vertex labels of $G$ to lie in…

math.CO2025

Generalized Splines over $Z$ -Modules on Arbitrary Graphs

GÃ¶kÃ§en Dilaver, Selma Altinok

Let $R$ be a commutative ring with identity and $G$ a graph. An extending generalized spline on $G$ is a vertex labeling $f \in \prod_{v} M_{v}$ , where for each edge $e = uv$ there exi…

math.CO2025

Extending Generalized Splines Over The Integers

GÃ¶kÃ§en Dilaver, Selma AltÄ±nok

Let $R$ be a commutative ring with identity and $G$ a graph. \emph{An extending generalized spline} on $G$ is a vertex labeling $f \in \prod_{v} M_{v}$ such that at each edge $e = uv$ …

Basis Criteria for Extending Generalized Splines

Generalized Splines over Z-Modules on Arbitrary Graphs

Extending Generalized Splines Over The Integers

Generalized Splines over $Z$ -Modules on Arbitrary Graphs