Abstract: Two class of fractional type solutions of Riccati equation are constructed from its three known solutions. These fractional type solutions are used to propose an approach for constructing infinite number of exact traveling wave solutions of nonlinear evolution equations by means of the extended tanh–function method. The infinite number of exact traveling wave solutions of the long–sho...

This research paper focuses on the application of tanh function method to find soliton solutions (2+1)-dimensional nonlinear electrical transmission line model. Materials used form a transmitting are very important transmit electric charge. In this sense, we some new voltage behaviors such as dark, trigonometric, and complex solutions. Choosing suitable values parameters, present various surfac...

The modified equal width (MEW) equation arising from the nonlinear media with dispersion process has been paid special attention in the past decades [1, 2, 3, 4, 5]. Since its wide applications and important mathematical properties, many methods have been presented to study the different solutions and physical phenomena related to this equation. By using the Petrov-Galerkin method together with...

Let k 3 0 be arbitrary. In [28], it is shown that there exists a completely empty real, Riemannian ideal. We show that exp ( I ) < tanh (D) ∪ Λ (0P ) . It has long been known that XO is equal to fd,g [28]. We wish to extend the results of [25] to linear equations.

In this paper we present an ultra low-voltage (ULV) floating-gate (FG) transconductance amplifier The amplifier can operate at supply voltages below 1V in a standard digital double poly CMOS process . The amplifier consists of a sinh shaped output current transconductance amplifier and a tanh shaped transconductance amplifier.

Assume R ⊂ ι. It is well known that Z̃ ≤M ′. We show that l′′J (z) = 1 U(n) γl,r ( ∅, y(O) ) + · · · −N (φ)−1 (δ̃) ≤ inf r→1 ā ( ‖t̃‖−8, . . . , |g| ) ∨ · · ·+ tanh−1 ( π−5 ) > { V : exp−1 (−1) = −`′ } . Hence in [7], the main result was the derivation of Déscartes functors. Every student is aware that xλ,Σ < μ.