For applications that deal with large amounts of high dimensional multi-aspect data, it becomes natural to represent such data as tensors or multi-way arrays. Multi-linear algebraic computations such as tensor decompositions are performed for summarization and analysis of such data. Their use in real-world applications can span across domains such as signal processing, data mining, computer vision, and graph analysis.
13 Jan 2021
Source: 11th International Workshop on Polyhedral Compilation Techniques (I...
We present an approach to enhancing the optimization process in a polyhedral compiler by introducing compile-time versioning, i.e., the production…