Diâmetro aprox (log_k V)

The approximate diameter calculator (log_k V) estimates the maximum minimal distance between two vertices in a graph using a logarithmic formula based on the number of vertices (V) and a parameter k. This method is useful for large, complex graphs where exact diameter computation is computationally expensive. The result reflects an expected value based on statistical properties of random graphs.

To use the calculator, input the total number of vertices (V) and define the parameter k, which can represent average degrees or structural properties of the graph. The result is calculated as log_k(V), adjusted by typical scaling factors for real-world graphs. This provides a practical estimate for social network analysis, routing algorithms, or theoretical complexity studies.

Note: this approximation doesn't replace exact calculations. In irregular graphs (like deep trees or dense graphs), the result may have higher error margins. For small or specific graphs, validate with traditional methods.