abstract: Multidimensional data have various representations. Thanks to their simplicity in modeling multidimensional data and the availability of various mathematical tools (such as tensor decompositions) that support multi-aspect analysis of such data, tensors are increasingly being used in many application domains including scientific data management, sensor data management, and social network data analysis. Relational model, on the other hand, enables semantic manipulation of data using relational operators, such as projection, selection, Cartesian-product, and set operators. For many multidimensional data applications, tensor operations as well as relational operations need to be supported throughout the data life cycle. In this thesis...
The Center for Turbulent Research (CTR) post-processing effort aims to make turbulence simulations a...
University of Minnesota Ph.D. dissertation. April 2019. Major: Computer Science. Advisor: George Ka...
Tensors are higher-order extensions of matrices. While matrix methods form the cornerstone of tradit...
Tensor Processing Units are specialized hardware devices built to train and apply Machine Learning m...
This dissertation presents novel algorithmic techniques and data structures to help build scalable t...
Dimensionality reduction is a fundamental idea in data science and machine learning. Tensor is ubiqu...
We demonstrate Tensor Query Processor (TQP): a query processor that automatically compiles relationa...
This thesis illustrates connections between statistical models for tensors, introduces a novel linea...
Tensor decomposition methods and multilinear algebra are powerful tools to cope with challenges arou...
This thesis is written with the scope of exploring multiway data. Multiway data, also referred to a...
The value of data cannot be underestimated in our current digital age. Data mining techniques have a...
Multi-relational data can usually be represented as three-mode tensors with each slice (matrix) repr...
Tensors are higher-dimensional analogs of matrices, and represent a key data abstraction for many ap...
A tensor network is a type of decomposition used to express and approximate large arrays of data. A ...
Deep Learning (DL) has created a growing demand for simpler ways to develop complex models and effic...
The Center for Turbulent Research (CTR) post-processing effort aims to make turbulence simulations a...
University of Minnesota Ph.D. dissertation. April 2019. Major: Computer Science. Advisor: George Ka...
Tensors are higher-order extensions of matrices. While matrix methods form the cornerstone of tradit...
Tensor Processing Units are specialized hardware devices built to train and apply Machine Learning m...
This dissertation presents novel algorithmic techniques and data structures to help build scalable t...
Dimensionality reduction is a fundamental idea in data science and machine learning. Tensor is ubiqu...
We demonstrate Tensor Query Processor (TQP): a query processor that automatically compiles relationa...
This thesis illustrates connections between statistical models for tensors, introduces a novel linea...
Tensor decomposition methods and multilinear algebra are powerful tools to cope with challenges arou...
This thesis is written with the scope of exploring multiway data. Multiway data, also referred to a...
The value of data cannot be underestimated in our current digital age. Data mining techniques have a...
Multi-relational data can usually be represented as three-mode tensors with each slice (matrix) repr...
Tensors are higher-dimensional analogs of matrices, and represent a key data abstraction for many ap...
A tensor network is a type of decomposition used to express and approximate large arrays of data. A ...
Deep Learning (DL) has created a growing demand for simpler ways to develop complex models and effic...
The Center for Turbulent Research (CTR) post-processing effort aims to make turbulence simulations a...
University of Minnesota Ph.D. dissertation. April 2019. Major: Computer Science. Advisor: George Ka...
Tensors are higher-order extensions of matrices. While matrix methods form the cornerstone of tradit...