Rodrigo Torres-Avilés

According to our database, Rodrigo Torres-Avilés authored at least 15 papers between 2012 and 2024.

Collaborative distances:

• Dijkstra number of five.
• Erdős number of three.

2024

cKd-tree: A Compact Kd-tree.

Gilberto Gutiérrez, Rodrigo Torres-Avilés, Mónica Caniupán

IEEE Access, 2024

Skyline Query over k²-Tree Compact Data Structure.

Rodrigo Torres-Avilés, Gilberto Gutiérrez, Martita Muñoz Candia, Mónica Caniupán

Proceedings of the 43rd International Conference of the Chilean Computer Science Society, 2024

2023

On incremental radius algorithm for k Nearest Neighbors over compact data structure k²-tree.

Rodrigo Torres-Avilés

Proceedings of the 42nd IEEE International Conference of the Chilean Computer Science Society, 2023

2022

Topological mixing notions on Turing machine dynamical systems.

Rodrigo Torres-Avilés

Inf. Comput., 2022

Efficient computation of map algebra over raster data stored in the k²-acc compact data structure.

Mónica Caniupán, Rodrigo Torres-Avilés, Tatiana Gutierrez-Bunster, Manuel Lepe

GeoInformatica, 2022

Reversibility in Turing machine topological models.

Rodrigo Torres-Avilés

Proceedings of the 41st International Conference of the Chilean Computer Science Society, 2022

Map algebra algorithms over raster data stored in the k²-raster compact data structure.

Oscar Plaza de los Reyes, Mónica Caniupán, Rodrigo Torres-Avilés, Tatiana Gutierrez-Bunster

Proceedings of the 41st International Conference of the Chilean Computer Science Society, 2022

2021

Efficient computation of spatial queries over points stored in <i>k</i>²-tree compact data structures.

Fernando Santolaya, Mónica Caniupán, Luis Gajardo, Miguel Romero, Rodrigo Torres-Avilés

Theor. Comput. Sci., 2021

Undecidability of the speed positiveness problem in reversible and complete Turing machines.

Rodrigo Torres-Avilés

J. Comput. Syst. Sci., 2021

A Binary Complete and Aperiodic Turing Machine.

Pablo Concha-Vega, Rodrigo Torres-Avilés

Int. J. Unconv. Comput., 2021

An Efficient Algorithm to Count the Relations in a Range of Binary Relations Represented by a k²-Tree.

Martita Muñoz Candia, Gilberto Gutiérrez Retamal, Rodrigo Torres-Avilés

IEEE Access, 2021

2017

A small minimal aperiodic reversible Turing machine.

Julien Cassaigne, Nicolas Ollinger, Rodrigo Torres-Avilés

J. Comput. Syst. Sci., 2017

2015

Some undecidable problems about the trace-subshift associated to a Turing machine.

Anahí Gajardo, Nicolas Ollinger, Rodrigo Torres-Avilés

Discret. Math. Theor. Comput. Sci., 2015

The Transitivity Problem of Turing Machines.

Anahí Gajardo, Nicolas Ollinger, Rodrigo Torres-Avilés

Proceedings of the Mathematical Foundations of Computer Science 2015, 2015

2012

Undecidability of the Surjectivity of the Subshift Associated to a Turing Machine.

Rodrigo Torres-Avilés, Nicolas Ollinger, Anahí Gajardo

Proceedings of the Reversible Computation, 4th International Workshop, 2012