This paper analyses the mechanism of tensor projection transformation in depth and introduces a high-efficiency original algorithm developed in a quantum computing language for forward and backward projection between multidimensional tensors and one-dimensional vectors. Additionally, the author compares this algorithm with similar methods from both the Python scientific computing package and other relative development kits in method calls and source code to demonstrate the innovation of the tensor projection algorithm. On this basis, the classical convolution operation program commonly used in machine learning has been parallelized and improved, the analysis algorithm of the Beidou communication satellite view area has been parallelized and...
The success of tensor-based subspace learning depends heavily on reducing correlations along the col...
Tensor analysis is a prerequisite for many tasks in engineering and physics. By focusing on algorith...
One of the main potential applications of uncertainty in computations is quantum computing. In this ...
Tensor network is a fundamental mathematical tool with a huge range of applications in physics, such...
Tensor network is a fundamental mathematical tool with a huge range of applications in physics, such...
Tensors are higher-dimensional analogs of matrices, and represent a key data abstraction for many ap...
Assuming some familiarity with quantum field theory and with the tensor track approach that one of u...
A tensor network is a type of decomposition used to express and approximate large arrays of data. A ...
2 pags.Tensor networks are mathematical structures that efficiently compress the data required to de...
In modern signal processing,the date with large scale,high dimension and complex structure need to b...
The book provides an introduction of very recent results about the tensors and mainly focuses on the...
In the last years, the classical simulation of quantum systems is growing as a good approach to prov...
This dissertation is concerned with the development of novel high-performance algorithms for tensor ...
Linear algebra is the foundation of machine learning, especially for handling big data. We want to e...
Tensor networks are powerful factorization techniques which reduce resource requirements for numeric...
The success of tensor-based subspace learning depends heavily on reducing correlations along the col...
Tensor analysis is a prerequisite for many tasks in engineering and physics. By focusing on algorith...
One of the main potential applications of uncertainty in computations is quantum computing. In this ...
Tensor network is a fundamental mathematical tool with a huge range of applications in physics, such...
Tensor network is a fundamental mathematical tool with a huge range of applications in physics, such...
Tensors are higher-dimensional analogs of matrices, and represent a key data abstraction for many ap...
Assuming some familiarity with quantum field theory and with the tensor track approach that one of u...
A tensor network is a type of decomposition used to express and approximate large arrays of data. A ...
2 pags.Tensor networks are mathematical structures that efficiently compress the data required to de...
In modern signal processing,the date with large scale,high dimension and complex structure need to b...
The book provides an introduction of very recent results about the tensors and mainly focuses on the...
In the last years, the classical simulation of quantum systems is growing as a good approach to prov...
This dissertation is concerned with the development of novel high-performance algorithms for tensor ...
Linear algebra is the foundation of machine learning, especially for handling big data. We want to e...
Tensor networks are powerful factorization techniques which reduce resource requirements for numeric...
The success of tensor-based subspace learning depends heavily on reducing correlations along the col...
Tensor analysis is a prerequisite for many tasks in engineering and physics. By focusing on algorith...
One of the main potential applications of uncertainty in computations is quantum computing. In this ...