Examples of using The tensor in English and their translations into Romanian
{-}
-
Colloquial
-
Official
-
Medicine
-
Ecclesiastic
-
Ecclesiastic
-
Computer
-
Programming
momentum expressed by the tensor are absolutely conserved,
The Tensor cores account for a higher resolution image from existing image information,
is defined in terms of the tensor product of vector spaces.
which is not included in the tensor, and momentum is being transferred through the field to other bodies.
In contrast to the RT nucleus, the existence of the Tensor processors could not be a novelty for the fans because the components optimized for the machine learning algorithm were already in the previous architecture.
This is also the dimensionality of the array of numbers needed to represent the tensor with respect to a specific basis,
imposing the distributive law under addition, and requiring that scalar multiplication commute with the tensor product⊗, much the same way as with the tensor product of two vector spaces introduced above.
n+ m gives the total order of the tensor.
some progress is made if the Tensor and the RT seeds are just wrapped because the Streaming Multiprocessor(SM)
by applying the rules of matrix multiplication, but the tensor product should not be confused with this.
The tensor algebra T(V) is a formal way of adding products to any vector space
Another influential"performance" theory is the Tensor network theory of Pellionisz and Llinás,
A basis vi of V and basis wj of W naturally induce a basis vi⊗ wj of the tensor product V⊗ W. The components of a tensor T are the coefficients of the tensor with respect to the basis obtained from a basis{ei} for V and its dual basis{εj}, i.e.
This way the tensor representing the scalar product, taking two vectors and resulting in a scalar has order 2+ 0= 2, equal to the stress tensor, taking one vector and returning another 1+ 1= 2. The ε i j k{\displaystyle\varepsilon_{ijk}}-symbol,
For example, an element of the tensor product space V⊗ W is a second-order"tensor" in this more general sense,[15] and an order-d tensor may likewise be defined
is via the tensor product of Hilbert spaces.[17]
V× W→ X, there exists a unique map u, shown in the diagram with a dotted arrow, whose composition with f equals g: u(v⊗ w)= g(v, w).[45] This is called the universal property of the tensor product, an instance of the method- much used in advanced abstract algebra- to indirectly define objects by specifying maps from or to this object.
The TENSOR system holds the door firmly and securely in position.
The TENSOR concept sets a new standard.