ABSTRACT: The Riemann Zeta function ζ( s ) has many different representations. In this paper, we derive several new integral representations of the Zeta function using the inverse Mellin transform and ...

ABSTRACT: The Riemann Zeta function ζ( s ) has many different representations. In this paper, we derive several new integral representations of the Zeta function using the inverse Mellin transform and ...

As an important category of clustering methods, subspace clustering algorithms have arisen particular attention during the last decade. Most subspace clustering algorithms are designed by first ...

This work introduces a new family of strain tensors based on the hyperbolic sine function: The Generalized Hyperbolic Sine (GHS). This family is obtained by using any given strain measure as an ...

The calculator only gives approximate decimal form for inverse hyperbolic functions such as $\textrm{arsinh}(2)$ when this has a fairly simple exact value of $\ln(2+\sqrt{5})$. The new beta version ...

School of Pharmaceutical Sciences, Shanghai Engineering Research Center of Immunotherapeutics, Fudan University, Shanghai 201203, China Shanghai Engineering Research Center of Molecular Therapeutics ...

Engineers last week were avidly reading a pamphlet published by Arthur D. Little, Inc., a venerable Cambridge, Mass, chemical and engineering research firm. Title: The Turbo-Encabulator in Industry.

Among a selection of mostly indie games, one name does stand out as particularly odd — Paper Mario: The Thousand-Year Door. While plenty of third-party games on Switch have great queer stories, ...

import sympy sympy.init_printing(use_unicode=False, wrap_line=False) x = sympy.Symbol('x') sympy.integrate(x**2 * 1/(sympy.exp(x)-1),(x,0,sympy.oo)) returns the unevaluated integral. I tried to look ...

Quadratic functions are essential in the world of mathematics and have a wide range of applications in various fields, such as physics, engineering, and finance. An inverse function can be thought of ...