tensorproduct
形容词: 1. 张量积的(pertaining to tensor product); 2. 张量积的(pertaining to the product of two tensors)。 名词: 1. 张量积(the product of two tensors); 2. 张量积(the outer product of two vector spaces)。词语辨析
张量积(tensor product)是指在向量空间中对两个向量进行外积运算,得到一个新的张量。而张量的乘积(product of tensors)是指在张量空间中对两个张量进行乘法运算,得到一个新的张量。两者的区别在于运算对象的不同,张量积是对向量进行运算,张量的乘积是对张量进行运算。词汇扩充
1. tensor:张量,张量是一个多维数组,它可以在向量空间中进行运算。 2. product:积,指两个或多个数相乘得到的结果。近义词
tensor product的近义词包括direct product、Kronecker product。反义词
tensor product的反义词为tensor sum。柯林斯词典
tensor product (noun) 1. a product of two tensors 2. the outer product of two vector spaces tensor product (adjective) pertaining to the product of two tensors牛津词典
tensor product (noun) 1. Mathematics: the product of two tensors. 2. Mathematics: the outer product of two vector spaces. tensor product (adjective) relating to the product of two tensors.用法
1. The tensor product of two vectors can be expressed as a matrix. (两个向量的张量积可以表示为一个矩阵。) 2. The tensor product of two matrices is a higher-dimensional tensor. (两个矩阵的张量积是一个高维张量。)例句
- The tensor product of two vectors is a tensor. (两个向量的张量积是一个张量。)
- The tensor product of two matrices can be calculated using the Kronecker product. (两个矩阵的张量积可以用克罗内克积来计算。)
- The tensor product of two vector spaces is a new vector space. (两个向量空间的张量积是一个新的向量空间。)
- The tensor product of two tensors can be written as a sum of tensor products of basis vectors. (两个张量的张量积可以写成基向量张量积的和。)
- The tensor product of two tensors is a way to combine their components. (两个张量的张量积是组合它们的分量的一种方式。)
- The tensor product of two matrices results in a higher-dimensional matrix. (两个矩阵的张量积得到一个高维矩阵。)
- The tensor product of two vector spaces is denoted by the symbol ⊗. (两个向量空间的张量积用符号 ⊗ 表示。)
- The tensor product of two tensors can be calculated by multiplying their components. (两个张量的张量积可以通过乘以它们的分量来计算。)
- The tensor product of two matrices is a way to combine their elements. (两个矩阵的张量积是组合它们的元素的一种方式。)
- The tensor product of two vectors is a tensor of higher order. (两个向量的张量积是一个更高阶的张量。)
- The tensor product of two tensors is used in various mathematical and physical applications. (两个张量的张量积在各种数学和物理应用中被使用。)
- The tensor product of two matrices can be represented as a block matrix. (两个矩阵的张量积可以表示为一个分块矩阵。)
- The tensor product of two vector spaces is a tensor space. (两个向量空间的张量积是一个张量空间。)
- The tensor product of two tensors can be visualized as a multidimensional array. (两个张量的张量积可以可视化为一个多维数组。)
- The tensor product of two matrices is a way to combine their rows and columns. (两个矩阵的张量积是组合它们的行和列的一种方式。)
- The tensor product of two vectors is also known as the outer product. (两个向量的张量积也被称为外积。)
- The tensor product of two tensors can be expanded using the distributive property. (两个张量的张量积可以使用分配律展开。)
- The tensor product of two matrices can be calculated by multiplying their corresponding elements. (两个矩阵的张量积可以通过乘以它们对应的元素来计算。)
- The tensor product of two vectors can be represented using tensor notation. (两个向量的张量积可以用张量符号表示。)
- The tensor product of two tensors is a fundamental operation in tensor algebra. (两个张量的张量积是张量代数中的一种基本运算。)