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Education regarding the application of menu engineering and design is considered an effective way to develop the operators' commitment to these systems.
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We develop the excitation operator method, which is designed for solving the Heisenberg equation of motion by constructing excitation operators.
In this paper, we extend the distance measure to the linguistic fuzzy sets, and develop the linguistic distance operators, such as linguistic weighted distance (LWD) operator, linguistic ordered weighted distance (LOWD) operator, and study some of their desired properties.
To this end, we develop the relation between operator evolution equations arising in quantum mechanics and stochastic evolutions equations of Schrödinger type.
Within this framework a new family of elements for plates with general monoclinic layers is developed: the strain displacement operators are derived via nodal integration for linear triangles and quadrilateral elements.
In this paper we develop the method of double operator integrals to prove trace formulae for functions of contractions, dissipative operators, unitary operators and self-adjoint operators.
This work presents a review of efforts made since February 2012 to develop the human capital of operators working at Brunei LNG Sendirian Berhad (BLNG) and Brunei Shell Petroleum Company Sendirian Berhad (BSP) through participation on a part time Foundation Degree in Process Engineering offered in partnership with Universiti Teknologi Brunei (UTB).
In this paper we develop the functional calculus for elliptic operators on compact Lie groups without the assumption that the operator is a classical pseudo-differential operator.
Therefore, for the investigation of periodic problems for the Schrödinger equation, we develop the technique of generalized inverse operators [5 8] for the original linear operator in Banach and Hilbert spaces.
This paper is devoted to developing the localization operator theory for the continuous Weinstein wavelet transform.
In particular, we compute the spectrum and essential spectrum of Mφ and develop the Fredholm theory for these operators.
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