Series expansion

Ebook "Stem cell therapy for diabetes" provides essential reading for those especially interested in tracking the progress in applying of one of the most exciting new developments in bio-medicine towards a cure for diabetes. Stem Cell Therapy for Diabetes, one of the latest installments of the Stem Cell Biology and Regenerative Medicine series, reviews the three main approaches for generation of sufficient numbers of insulin-producing cells for restoration of an adequate beta-cell mass: beta-cell expansion, stem-cell differentiation, and nuclear reprogramming.

294p cotieubac1004 15-03-2024 0 0   Download

In ebook "Ecology and the environment (The plant sciences series)" plant biology is considered from the perspective of plants and their surrounding environment, including both biotic and abiotic interactions. The intended audience is undergraduate students in the middle or final phases of their programs of study.

675p manmanthanhla0201 26-02-2024 4 1   Download

Ebook "Mastering financial accounting" provides readers with contents including: book-keeping; preparation of internal accounts; preparation of statutory accounts; business expansion; group accounts; special transactions; interpretation of accounts;...

450p loivantrinh 29-10-2023 9 3   Download

Ebook "Speak now: Level 2 - Teacher's book" help you expand the Speak Now Student Book lessons with activities from the Multi-Skill Bonus Pack, available on iTools. This Level Guide provides you with a map of the course's various resources, allowing you to build a rich and comprehensive syllabus. Through targeted expansion activities, students gain confidence in English across every skill area.

90p tichhythan 17-08-2023 10 9   Download

Ebook "Speak now: Level 1 - Teacher's book" expand the Speak Now Student Book lessons with activities from the Multi-Skill Bonus Pack, available on iTools. This Level Guide provides you with a map of the course's various resources, allowing you to build a rich and comprehensive syllabus. Through targeted expansion activities, students gain confidence in English across every skill area.

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The thesis contributes to the economics literature by providing a theoretical and empirical investigation of the effects of changes in the relative size of government on Australian economic performance. The theoretical literature indicates that an expansion in government size is likely to induce adverse effects upon economic growth for a host of reasons.

210p runthenight04 02-02-2023 8 4   Download

This paper descrcibes the first phase of a series of laboratory experiments that examined the ability of production of self - levelling mortar at the University of Transport and Communications. The Portland cement-based grout incorporated superplasticizer, fly ash, fine aggregate, water along with expansion agent to match as closed as possible the given high strength non-shrink grout.

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This paper presents a method to synthesize the adaptive sliding mode controller for a class of MIMO Euler-Lagarance systems with variable parameters. We perform a Taylor series expansion of a class of MIMO Euler-Lagarance systems into nonlinear state-space equations, considering cases of varying parameters and unmeasured external disturbances.

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Density functional theory was employed to investigate a series of phthalocyanine derivatives, discovering the limitation when the expansion of the conjugated system was employed to improve the hyper-Rayleigh scattering response coefficient. Furthermore, an unusually C∞v -type octupolar population was found by electrostatic potential analysis. In addition, the dynamic and static hyper-Rayleigh scattering responses (βHRS) were simulated using the coupled perturbed density functional theory, showing an increasing dynamic βHRS value along with an increase in incident light energy.

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In plant genomes, high proportions of duplicate copies reveals that gene duplications play an important role in the evolutionary processes of plant species. A series of gene families under positive selection after recent duplication events in plant genomes indicated the evolution of duplicates driven by adaptive evolution.

16p vilichoo2711 25-06-2021 20 1   Download

In this paper, we discuss a new algorithm to find a non-zero real root of the transcendental equations using series expansion. This proposed method is based on the inverse series expansion, which gives a good approximate root than some other existing methods. The implementation of this algorithm is presented in Matlab and Maple. Sample numerical examples are presented to illustrate and validate the efficiency of the proposed algorithm. The method will help to implement in the commercial package for finding a real root of a given transcendental equation.

9p trinhthamhodang9 10-12-2020 17 1   Download

The special functions such as multiple harmonic sums, polyzetas, or multiple polylogarithms are compatible with the structure of quasi shuffle algebras. We express non commutative generating series of these special functions on the transcendence bases of the algebras and then identify local coordinates to reduce their polynomial relations or asymptotic expansions indexed by these bases.

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There has been an enormous expansion of use of chromatin immunoprecipitation followed by sequencing (ChIP-seq) technologies. Analysis of large-scale ChIP-seq datasets involves a complex series of steps and production of several specialized graphical outputs.

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This paper reveals and analyzes the frequency bifurcation phenomena in the fractional-order inductive power transfer (FOIPT) system with series-series compensation topology. Using fractional calculus theory and electric circuit theory, the circuit model of the series-series compensated FOIPT system is first proposed, then taking the case of a single variable fractional order as an example, three frequency analytical solutions of frequency bifurcation equation are solved by using Taylor expansion method.

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Eurotherum 590 series all-digital DC speed regulator (Expansion instruction) present content function instruction; instruction of wiring terminal; running; appendix.

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In this paper, a series of poly ammonium shale inhibitors were prepared from diethylamine, epichlorohydrin, and melamine (DEM) and their inhibition to shale were evaluated by bentonite linear expansion test, anti-swelling experiments, and mud ball experiments.

6p vijiraiya2711 27-05-2020 8 1   Download

In this paper, using higher-order terms of Williams’s series expansion and the maximum tangential stress criterion, the mixed mode I/II crack growth path of an angled crack plate subjected to biaxial far field loading is investigated theoretically.

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Much attention has been paid to Taylor series expansion (TSE) method these years, which has been extensively used for solving nonlinear equations for its good robustness and accuracy of positioning. A Taylor-series expansion location algorithm based on the RBF neural network (RBF-TSE) is proposed before to the performance of TSE highly depends on the initial estimation.

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The study on the relationship between the higher education and income inequality is of great importance to exploring ways to reduce income inequality. With the macro-level time-series data of the United States from 1967 to 2015, this paper empirically tested the relationship between higher education and income inequality. The result indicated that there is a significant inverted-U relationship between higher education and income inequality, that is, when the higher education is not widely available, the bonus of higher education is significant, which can aggravate income inequality.

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Formulae expressing explicitly the q-difference derivatives and the moments of the polynomials Pn(x ; q) ∈ T (T ={Pn(x ; q) ∈ Askey–Wilson polynomials: Al-Salam-Carlitz I, Discrete q-Hermite I, Little (Big) q-Laguerre, Little (Big) q-Jacobi, q-Hahn, Alternative q-Charlier) of any degree and for any order in terms of Pi(x ; q) themselves are proved. We will also provide two other interesting formulae to expand the coefficients of general-order q-difference derivatives Dp q f (x), and for the moments xDp q f (x), of an arbitrary function f(x) in terms of its original expansion coefficients.

15p kethamoi1 20-11-2019 14 0   Download