Jurģis Šķilters, Līga Zariņa, Guntis Vilnis Strazds. On an Eigenplace Function – Mapping Relational to Absolute Space. Baltic Journal of Modern Computing, 12(3), University of Latvia, Institute of Mathematics and Informatics, 2024.
Bibtex citation:
Bibtex citation:
@article{17238_2024,
author = {Jurģis Šķilters and Līga Zariņa and Guntis Vilnis Strazds},
title = {On an Eigenplace Function – Mapping Relational to Absolute Space},
journal = {Baltic Journal of Modern Computing},
volume = {12},
issue = {3},
publisher = {University of Latvia, Institute of Mathematics and Informatics},
year = {2024}
}
author = {Jurģis Šķilters and Līga Zariņa and Guntis Vilnis Strazds},
title = {On an Eigenplace Function – Mapping Relational to Absolute Space},
journal = {Baltic Journal of Modern Computing},
volume = {12},
issue = {3},
publisher = {University of Latvia, Institute of Mathematics and Informatics},
year = {2024}
}
Abstract: In this study we provide a descriptive framework of an Eigenplace function that maps from the relational space between objects to the numerical coordinate space that is a part of external reality. Our approach assumes that the Eigenplace function maps cognitively valid space (the relational structure linked with temporal intervals) to a mathematical set of coordinates. After a description of a detailed spatial ontology, some generalizations are discussed.
Quartile: Q3