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A Review of Corpus-Based Foreign Language Teaching Research
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作者 YAO Wei 《Sino-US English Teaching》 2021年第6期147-151,共5页
With the development and application of corpus and retrieval tools,there are more and more researches on corpus-based foreign language teaching.Meantime,corpus plays an increasingly important role in foreign language ... With the development and application of corpus and retrieval tools,there are more and more researches on corpus-based foreign language teaching.Meantime,corpus plays an increasingly important role in foreign language teaching.Through the analysis of relational research,this paper points out some problems and suggestions in the development of corpus,hoping to promote the further discussion of corpus and foreign language teaching research. 展开更多
关键词 CORPUS vocabulary and collocation textbook design
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A Proof of the Non-Singularity of the <i>D</i>Matrix Used in Deriving the Two—Step Butcher’s Hybrid Scheme for the Solution of Initial Value Problems
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作者 R. O. Akinola K. J. Ajibade 《Journal of Applied Mathematics and Physics》 2021年第12期3177-3201,共25页
In this paper, we state and prove the conditions for the non-singularity of the <em>D</em> matrix used in deriving the continuous form of the Two-step Butcher’s hybrid scheme and from it the discrete form... In this paper, we state and prove the conditions for the non-singularity of the <em>D</em> matrix used in deriving the continuous form of the Two-step Butcher’s hybrid scheme and from it the discrete forms are deduced. We also show that the discrete scheme gives outstanding results for the solution of stiff and non-stiff initial value problems than the 5<sup>th</sup> order Butcher’s algorithm in predictor-corrector form. 展开更多
关键词 Linear Multistep Methods Non-Singularity Interpolation and collocation
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Block Extension of a Single-Step Hybrid Multistep Method for Directly Solving Fourth-Order Initial Value Problems
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作者 Monday Kolawole Duromola Adelegan Lukuman Momoh Olusegun Mayowa Akinmoladun 《American Journal of Computational Mathematics》 2022年第4期355-371,共17页
This article aims to derive, analyse, and implement an efficient one-step implicit hybrid method with block extension comprised of seven off-step points to directly solve Initial Value Problems (IVPs) of general four-... This article aims to derive, analyse, and implement an efficient one-step implicit hybrid method with block extension comprised of seven off-step points to directly solve Initial Value Problems (IVPs) of general four-order ordinary differential equations. For the resolution of the fourth-order IVPs, the exact was approximated by a polynomial termed basis function. The partial sum of the basis function and its fourth derivative were interpolated and collocated at some selected grid and off-grid points for the unknown parameters to be determined. The derived method, when tested, is found to be consistent, convergent, and zero-stable. The method’s accuracy and usability were experimented with using specific sample problems, and the findings revealed that it surpassed some cited methods in terms of accuracy. 展开更多
关键词 Implicit Absolute Stability Grid Points Off-Grid Points Convergence Interpolation and collocation
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