Generalized Sine Functions, Complexified
10 pages, to appear in Math ...
Ding, Pisheng, Chebolu, Sunil K.
openaire +2 more sources
Due to the uniqueness and self-similarity, fractals became most attractive and charming research field. Nowadays researchers use different techniques to generate beautiful fractals for a complex polynomial zn + c.
Hengxiao Qi +3 more
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New inequalities of Wilker’s type for circular functions
In the article, we establish three new Wilker type inequalities involving tangent and sine functions by use of a double inequality for the ratio of two consecutive non-zero Bernoulli numbers.
Ling Zhu
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New Bounds for the Sine Function and Tangent Function
Using the power series expansion technique, this paper established two new inequalities for the sine function and tangent function bounded by the functions x2sin(λx)/(λx)α and x2tan(μx)/(μx)β.
Ling Zhu
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Study on the Control of Membrane Fouling by Pulse Function Feed and CFD Simulation Verification
A complex-function fluid controller placed in front of a membrane module was used to control the velocity change with feed fluid and reduce membrane fouling.
Chen Li +7 more
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Inverse fractional function setting sine trigonometric neutrosophic set approach to interaction aggregating operators [PDF]
In this paper we present novel techniques for the interacting aggregating operator of the inverse fractional function sine trigonometric neutrosophic set. Swapping the input and output variables and solving for the original input variable in terms of the
Murugan Palanikumar +2 more
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Necessary and sufficient conditions for the two parameter generalized Wilker-type inequalities
In the article, we provide the necessary and sufficient conditions for the parameters α and β such that the generalized Wilker-type inequality 2 β α + 2 β ( sin x x ) α + α α + 2 β ( tan x x ) β − 1 > ( < ) 0 $$ \frac{2\beta}{\alpha+2\beta} \biggl(\frac{\
Hui Sun, Zhen-Hang Yang, Yu-Ming Chu
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Sharp Estimates of Hermitian Toeplitz Determinants for Some Subclasses of Sakaguchi Type Function Related to Sine Function [PDF]
Hermitian Toeplitz determinants are utilized across various fields, such as functional analysis, applied mathematics, physics, and technical sciences. This paper establishes a link with specific subclasses of analytic functions. Extensive research exists
Sangarambadi Padmanabhan Vijayalakshmi +2 more
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The Natural Approaches of Shafer-Fink Inequality for Inverse Sine Function
In this paper, we obtain some new natural approaches of Shafer-Fink inequality for arc sine function and the square of arc sine function by using the power series expansions of certain functions, which generalize and strengthen those in the existing ...
Ling Zhu
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Development of Swept-sine Excitation Control Method to Minimize the FRF Measurement Error
Shaker excitation in FRF (Frequency Response Function) measurement of a testing system can be controlled by using swept-sine signal source in a signal generator and it is called with swept-sine excitation.
Asmara Yanto, Zainal Abidin
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