In this paper, a new design procedure has been proposed for realization of logarithmic function via three phases: 1) differentiation; 2) division; and 3) integration for any arbitrary analog signal.

Rules for Common Derivatives The derivatives for any functions like polynomial, power, exponential, logarithmic and circular functions can be easily found by knowing the derivative for their base ...

The Laplace-domain waveform inversion is a full-waveform inversion method that recovers large-scale subsurface models. The inversion updates subsurface model parameters to minimize the differences ...

Enoki code extensively relies on class and function templates to achieve this goal without any code duplication—the same code template can be leveraged to create scalar, CPU SIMD, and GPU ...

Discover what a log-normal distribution is, its financial applications, and how to calculate it, including using Excel for practical financial analysis.

Regarding NSC232002, this derivative was eliminated after it afforded high fluorescence in protein-free control experiments. The dose–response curves of the hits were determined by the same heating ...

For two continuous functions with different Box dimensions, the Box dimension of their product has been proved to be the larger one. Furthermore, the Box dimension of product of two continuous ...

Amines and their derivatives; Aromatic hydrocarbons, halides, nitro and amino compounds, phenols, diazonium salts, carboxylic and sulphonic acids; Soaps and detergents; Stereochemistry of carbon ...

Here, we can take advantage of the fact that logarithms can easily be changed between bases and that we know the derivative of the natural logarithm, to derive the following equation ...

PyTorch also makes it easy to distribute your computation across multiple devices or machines. One of the most important features of PyTorch is automatic differentiation. It allows computing the ...

Euler’s number is a mathematical constant with many applications in science and finance, usually denoted by the lowercase letter e.

Clifford algebras have many well-known applications in physics, engineering, and computer graphics. Zeon algebras are subalgebras of Clifford algebras whose combinatorial properties lend them to graph ...