I. J. L. Garces

collaborators

2 papers

math.CO2015

Characterizing $2$ -Distance Graphs and Solving the Equations $T_{2} (X) = k P_{2}$ or $K_{m} \cup K_{n}$

Ramuel P. Ching, I. J. L. Garces

Let $X$ be a finite, simple graph with vertex set $V (X)$ . The $2$ -distance graph $T_{2} (X)$ of $X$ is the graph with the same vertex set as $X$ and two vertices are adjacent if and o…

math.HO2012

Revisiting a Number-Theoretic Puzzle: The Census-Taker Problem

I. J. L. Garces, M. L. Loyola

The current work revisits the results of L.F. Meyers and R. See in [3], and presents the census-taker problem as a motivation to introduce the beautiful theory of numbers.

Characterizing 2-Distance Graphs and Solving the Equations T2​(X)=kP2​ or Km​∪Kn​

Revisiting a Number-Theoretic Puzzle: The Census-Taker Problem

Characterizing $2$ -Distance Graphs and Solving the Equations $T_{2} (X) = k P_{2}$ or $K_{m} \cup K_{n}$