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Thermoelectric properties of M2BS2 (M = Ti, Zr, Hf) monolayers: An Ab initio study. [PDF]
PLoS OneWang S, Chen L, Song J.
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A shape control and object manipulation technique based on function approximation for robotic surfaces. [PDF]
Front Robot AIZhao Y, Chen Y.
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A yield design approach to the stability analysis of A seabed subjected to wave loading and pseudo-static seismic forces. [PDF]
Sci RepQuiuqui JPC, Maghous S.
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Accuracy Versus Predominance: Reassessing the Validity of the Quasi-Steady-State Approximation. [PDF]
Bull Math BiolSrivastava K +3 more
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SMOLM-LFM: ratiometric single molecule orientation without polarizers
Vesga AG +7 more
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Rational Chebyshev Approximation in the Complex Plane
SIAM Journal on Numerical Analysis, 1976We discuss the characterization and computation of best rational Chebyshev approximations to complex-valued functions on subsets of the complex plane. A descent algorithm is presented (which includes a device for controlling the position of poles of the approximating rationale) for computing local best approximations.
Ellacott, S., Williams, Jack
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Incomplete rational approximation in the complex plane
Constructive Approximation, 1995zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Borwein, P. B., Chen, Weiyu
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Complex temperature plane zeros in the mean-field approximation
Journal of Statistical Physics, 1986The authors derive asymptotic expressions for the complex temperature plane zeros of the infinite-range Ising model in the scaling regime. The results also apply to high-dimensional, short-range Ising systems. For the nth zero in a system of N spins, the leading asymptotic result is t/sub n/ varies as (n/N)/sup 1/2/(-1+/-i).
M. L. Glasser +2 more
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Numerical Chebyshev Approximation in the Complex Plane
SIAM Journal on Numerical Analysis, 1972The paper describes a numerical method for computing rational approximations of analytic functions on arbitrary simply-connected closed regions of the complex plane. The method is based on approximation on finite point sets and can be regarded as a generalization of the exchange algorithm for real rational approximation.
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Asian-European Journal of Mathematics, 2021
This paper’s purpose is to study the nonlinear Fredholm implicit integro-differential equation in the complex plane, where the term implicit integro-differential means that the derivative of unknown function is founded inside of the integral operator. Initially, according to Banach fixed point theory, we ensure that the equation has a unique solution ...
Lemita, Samir +2 more
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This paper’s purpose is to study the nonlinear Fredholm implicit integro-differential equation in the complex plane, where the term implicit integro-differential means that the derivative of unknown function is founded inside of the integral operator. Initially, according to Banach fixed point theory, we ensure that the equation has a unique solution ...
Lemita, Samir +2 more
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