We introduce the ‘sinh-arcsinh transformation’ and thence, by applying it to random variables from some ‘generating’ distribution with no further parameters beyond location and scale (which we take for most of the paper to be the normal), a new family of ‘sinh-arcsinh distributions’. This four parameter family has both symmetric and skewed members and allows for tailweights that are both heavie...

We introduce the ‘sinh-arcsinh transformation’ and thence, by applying it to random variables from some ‘generating’ distribution with no further parameters beyond location and scale (which we take for most of the paper to be the normal), a new family of ‘sinh-arcsinh distributions’. This four parameter family has both symmetric and skewed members and allows for tailweights that are both heavie...

In this paper we study certain aspects of the complete integrability of the Generalized Weierstrass system in the context of the Sinh-Gordon type equation. Using the conditional symmetry approach, we construct the Bäcklund transformation for the Generalized Weierstrass system which is determined by coupled Riccati equations. Next a linear spectral problem is found which is determined by nonsing...

We demonstrated a novel, simple, and low-cost method to fabricate silicon nanowire (SiNW) arrays and silicon nanohole (SiNH) arrays based on thin silver (Ag) film dewetting process combined with metal-assisted chemical etching. Ag mesh with holes and semispherical Ag nanoparticles can be prepared by simple thermal annealing of Ag thin film on a silicon substrate. Both the diameter and the distr...

Abstract The class of short-range potentials V [M (x) = ∑M m=2(fm + gm sinh x)/ cosh m x is considered as an asymptotically vanishing phenomenological alternative to the popular anharmonic long-range V (x) = ∑N n=2 hnx . We propose a method which parallels the analytic Hill-Taylor description of anharmonic oscillators and represents all the wave functions ψ (x) non-numerically, in terms of cert...

We present a novel ultra lowvoltage floatinggate transconductance amplifier with tunable gm. The OTA can provide a sinh shaped output current , a tanh shaped output current or an enhanced linear sinh{tanh} output current.


 In this paper, we give a complete, explicit and constructive solution to the double generalized majorization problem. Apart from purely combinatorial interest, problem has strong impact in Matrix Pencils Completion Problems, Bounded Rank Perturbation it additional nice interpretation Representation Theory of Kronecker Quivers.

The S-matrix of the Ising Model can be obtained as particular limit of the roaming trajectories associated to of the S-matrix of the Sinh-Gordon model. Using the form factors of the Sinh-Gordon, we analyse the correspondence between the operators of the two theories.

Numerical and analytical studies of “final states” of two-dimensional (2D) decaying turbulence are reported. The first part of this work is trying to give a definition for final states of 2D decaying turbulence. Although the functional relation of ω − ψ is frequently used as the characterization of those “final states,” it is just a sufficient but not necessary condition so it is not proper to ...

Leiva et al. [10] introduce the skewed sinh-normal distribution, which is a skewed version of the sinh-normal distribution, discussed some of its properties and characterized an extension of the Birnbaum–Saunders distribution associated with this distribution. In this paper, we will introduce further properties of the skewed sinh-normal distribution, and introduce a new approximate form of its ...