When the variation of the metric tensor is optimized using functional derivatives, the necessary optimality conditions yield a new, nonlinear generalization of Maxwell's equations.

Our self-contained volume provides an accessible introduction to linear and multilinear algebra as well as tensor calculus. Besides the standard techniques for linear algebra, multilinear algebra and ...

The Pixel 9 still feels pretty new, but that's not stopping Pixel 10 rumors from surfacing. Here's what we know about the Pixel 10.

Quantization is an important technique to transform the input sample values from a large set (or a continuous range) into the output sample values in a small set (or a finite set). It has been applied ...

Internet of Things (IoT) reliability evaluation contributes to the sustainable computing and enhanced stability of the network. Previous algorithms usually evaluate the reliability of IoT by ...

With this unifying mathematical foundation, it is possible to improve efficiency of multi-disciplinary research using geometric tensor calculus by relying on universal mathematical principles.

The Kronecker product of matrices plays a central role in mathematics and in applications found in engineering and theoretical physics. These applications are signal processing, statistical physics, ...

Rund, H., The Hamilton-Jacobi Theory in the Calculus of Variations, Revised and augmented reprint, Kreiger, New York (1973). Santilli, R. M., Necessary and sufficient conditions for the existence of a ...

The way we approach education, particularly in mathematics, has changed a lot over the past few years. As students face increasingly complex math problems, AI-powered tools have emerged as invaluable ...

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