Visually based control, accumulation and assistance systems are presented as an effective environment for teleoperation. We developed the Bilateral Behavior Media (BBM) paradigm and implemented systems which offer a status driven interface, collection of sampled control behavior, and operator assistance. The paradigm emphasizes a human-intuitive visual specification of task completion states wi...

In the current study, we investigate stochastic Benjamin–Bona–Mahony equation with beta derivative (SBBME-BD). The considered term is multiplicative noise in Itô sense. By combining F-expansion approach two separate equations, such as Riccati and elliptic new hyperbolic, trigonometric, rational, Jacobi solutions for SBBME-BD can be generated. to are useful understanding various scientific pheno...

of Research 1. Evaluation of BBM BBM of the flight hardware was evaluated by repeated culture experiment under the simulated conditions for space experiment. As a part of device development, materials of a fixed container (an EPDM bag) and the fixation ability of the fixatives were also evaluated. After long term storage (> one month) in the EPDM bag gave little damage on the fixed specimens wh...

We construct and describe the extremal process for variable speed branching Brownian motion, studied recently by Fang and Zeitouni, for the case of piecewise constant speeds; in fact for simplicity we concentrate on the case when the speed is σ1 for s ≤ bt and σ2 when bt ≤ s ≤ t. In the case σ1 > σ2, the process is the concatenation of two BBM extremal processes, as expected. In the case σ1 < σ...

Kenaikan harga Bahan Bakar Minyak menjadi salah satu tranding topic di kalangan masyarakat Indonesia, baik dunia nyata maupun maya khususnya media sosial Twitter. Perkembangan teknologi informasi yang sangat pesat memudahkan dalam menyebarkan media. Naiknya BBM memunculkan opini mengandung sentimen positif dan negatif. Penelitian ini dilakukan untuk mengetahui publik terkait kebijakan pemerinta...

and Applied Analysis 3 3. An Analysis of the Methods The following is given nonlinear partial differential equations (BBM and KdV equations) with two variables x and t as F (u, u t , u x , u xx , u xxx ) = 0 (15) can be converted to ordinary deferential equations: F (u, u 󸀠 , u 󸀠󸀠 , u 󸀠󸀠󸀠 ) = 0, (16) by using a wave variable ξ = x−ct. The equation is integrated as all terms contain derivatives ...