We apply experimental-mathematical principles to analyze the integrals C_{n,k} and:= \frac{1}{n!} \int_0^{\infty} \cdots \int_0^{\infty} \frac{dx_1 \, dx_2 \cdots \, ...

Extreme, freak or rogue waves are produced by a number of physical mechanisms that focus the water-wave energy into a small area, due to wave instability, chaotic behavior, ...

For the first time we apply a new method based on the mathematical derivation of some known isotherm from the Burr function which describes many birth–death ...

Spectral theory has many applications in several main scientific research areas (structural mechanics, aeronautics, quantum mechanics, ecology, probability theory, electrical ...

Two decades in the making, this long-awaited work from one of the world's most respected scientists presents a series of dramatic discoveries never before made public. ...

Outcrossing and recombination are basic aspects of sex; however, selfing maintains many of the aspects of sex, such as recombination, yet abandons outcrossing. The role of ...

Computer graphics has proven to be a very attractive tool for investigating low-dimensional algebraic manifolds and gaining intuition about their properties. In principle, a ...

Non-linearity is responsible for much of what is interesting and lively about most real-world physical systems, and acoustical systems are a prime example. Modern acoustical ...

On its own, a new piece of technology is not enough to change anything very much. Things change, in any field, not through technology alone but through the way people use it. ...

A quantitative genetic model for the response of the distribution of a single metric trait to directional selection is investigated. Particular attention is paid to the ...