Miracle-dz/UniFAR-FTUs huggingface dataset:
Implementation and spread of a simple and effective way to improve the accuracy of medicines reconciliation on discharge: a hospital-based quality improvement project and success story

Background Changes are often made to medications at times of transitions in care. Inadequate reconciliation during admission, transfer and discharge causes medication errors and increases risks of patient harm. Despite well-established multidisciplinary medicines reconciliation (MR) processes at hospital admission, our MR process at discharge; however, was poor. The main errors included failure to recommence withheld medicines and lack of documentation explaining changes made to medications on discharge. Our objective was to develop an intervention that supports prescribers to follow a simple standardised MR process at discharge to reduce these errors. Methods Working closely as a multidisciplinary team, we used improvement methodologies to design and test a process that reliably directs prescribers in surgery to use the inpatient prescribing chart as well as the MR on admission form as sources to create accurate discharge prescriptions. The project was segmented into testing, implementation, spread and sustainability. Results The tested intervention helped the accuracy of discharge prescriptions steadily and quickly improve from 45% to 96% in the pilot ward. Following the successful implementation and sustainability in two separate pilot wards, the intervention was spread to the remaining eight wards producing a similar improvement. Conclusions To improve patient safety, it is crucial to ensure that information about medicines is effectively communicated when care is transferred between teams. Although this can be challenging, we’ve shown that it can be done effectively and reliably if this responsibility is equally shared by healthcare professionals from all disciplines while being supported by safe systems that make it easy to do the right thing. Successfully implementing a standardised multidisciplinary MR process at discharge can also reduce the reliance on pharmacists therefore freeing them to undertake other clinical roles.
Association Between MTHFR Genetic Polymorphism and Parkinson’s Disease Susceptibility: A Meta-analysis

Abstract Folate metabolism plays quite a critical role in Parkinson’s disease (PD). Previous published research works have studied the link existing between the folate metabolism genetic polymorphisms and PD susceptibility; nevertheless, the results continue having controversies and inconclusiveness. Accordingly, we carried out the present meta-analysis for the assessment of the potential link between the folate metabolism genetic polymorphisms and the susceptibility to PD. In addition we carried out a literature search in the PubMed, EMBASE, Cochrane Library, and WanFang databases till November 10, 2018. The odds ratios (ORs) with corresponding 95% credible interval (95%CI) were put to use for evaluating the strength of the association of three folate metabolism genetic polymorphism ( C677T, A1298C, and A2756G) with the susceptibility to PD. Each statistical analysis was carried out with the use of STATA 15.0. An aggregate of twenty-one case-control investigations were retrieved, which involved 3,944 PD patients and 4,412 controls. We discovered the existence of no substantial link between the C677T and A1298C polymorphism and PD risk in any genetic framework comparisons. With regard to A2756G polymorphism, we discovered that there was an association between the A2756G genetic polymorphism and an augmented threat of PD in the co-dominant genetic framework (GG vs. AA: OR=1.86, 95%CI=1.02-3.37, P=0.042) and the recessive genetic model (GG vs. GA+AA: OR=1.90, 95%CI=1.06-3.41, P=0.031). To summarize, our research work indicates that the A2756G polymorphism of the folate metabolism gene had an association with an augmented threat of PD. Also, A1298C polymorphisms is unlikely to significantly contribute towards the susceptibility to PD. Further large-scale case-control studies are still required.
Crystal structure of 6 -methoxy-N2-(2,2,6,6-tetramethylpiperidin-4-yl)-N4-(2,4,4-trimethylpentan-2-yl)-1,3,5-triazine-2,4-diamlne,C21H40N6O

C21H40N6O, monoclinic, Pl2¡/nl (no. 14), a = 7.998(2) Â, b = 21.208(4) Â, c = 13.637(3) Kß = 99.00(3)°, V = 2284.7 Â, Z = 4, Rgt(F) = 0.065, w R ^ F 2 ) = 0.166, T= 113K. Discussion The title compound is an important intermediate of hindered light stabilizers [2]. These materials containing triazine ring are widely used [3], In the title crystal structure the conformation of the piperidine ring is a chair one. The molecules are linked via intennolecular N2-H2—N5 and C2-H2A01 interactions. The bond lengths and angles are normal as compared with those of a similar compound, 4-chloro-6-morpholino-JV-(2,4,4-trimethylpentan-2-yl)1,3,5-triazin-2-amine [4], In both compounds, piperidine and morpholine rings adopt a chair conformation. Table 1. Data collection and handling. Crystal: Wavelength: μ· Diffractometer, scan mode: 20max: A/(AW)measured, N(hkl)unique: Criter ion fo r labs, N(hkl)gt.
A Micro Based Study on Bank Credit and Economic Growth: Manufacturing Sub-Sectors Analysis

Abstract This study examines the relationship between bank credits and performance and growth of manufacturing sub-sectors. Industrial Production Index was used for a different approach as a dependent variable. Indications of the autoregressive distributed lag (ARDL) bound co-integration test support the theory that bank credits are more effective than loan rates on industrial production of sub-sectors. Moreover, the increase in bank credit leads to the rise of industrial production in all the sub-sectors, except Machinery. According to the Toda Yomamato causality test results, there are different degrees of causalities in means of the importance of bank loans for industrial production. On the other hand, in all sub-sectors except machinery and chemical sub-sectors, causality relations were observed at different grades beginning from loan interest rates to industrial production. As a result, this study concludes with the evidence of supply leading hypothesis via the financial sector leads and causes economic growth.
The EU Approach to Ethics Guidelines for Trustworthy Artificial Intelligence

A continuous journey towards an appropriate governance framework for AI As part of its European strategy for Artificial Intelligence (AI), and as a response to the increasing ethical questions raised by this technology, the European Commission established an independent High-Level Expert Group on Artificial Intelligence (AI HLEG) in June 2018. The group was tasked to draft two deliver-ables: AI Ethics Guidelines and Policy and Investment Recommendations. Nine months later, its first deliverable was published, putting forward a comprehensive framework to achieve “ Trustworthy AI ” by offering ethical guidance to AI practitioners. This paper dives into the work carried out by the group, focusing in particular on its AI Ethics Guidelines. First, this paper clarifies the context that led to the creation of the AI HLEG and its mandate (I.). Subsequently, it elaborates on the Guidelines ’ aim and purpose (II.), and analyses the Guidelines ’ drafting process (III.). Particular focus is given to the questions surrounding the respective role played by ethics and law in the AI governance landscape (IV.), as well as some of the challenges that had to be overcome throughout the process (V.). Finally, this paper places the Guidelines in an international context, and sets out the next steps (VI.) ahead on the journey towards an appropriate governance framework for AI (VII.).
Dominant dimension of semi-primary rings.

The notion of dominant dimension, äs introduced for finite-dimensional algebras over fields by Nakayama [15] and Tachikawa [17], generalizes immediately to arbitrary rings: right-dominant-dimension of R (r.dom.dim. R) ^> n if there exists an exact sequence 0 ->/? -> -> · · · -> Xn of Ä-right-modules and -homomorphisms where the Xi are projective and injective (left-dominant-dimension accordingly). Our main result is the equality of these two dimension s, if both are positive and if R is semi-primary (or two-sided perfect). The observation leading to this result is the fact that the endomorphism-ring of the injective hüll of such a ring R is an artinian ring possessing a Morita-duality. A classification of semi-primary rings of positive dimension, analogous to the results in [12], [13] for algebras, is then obtained.
Crystal structure of (oxalato-k2 0:0')-μ-1,1'-(1,6-hexanediyl)bis- (imidazole)-k2N:N']cobalt(II) hemihydrate, Co(C2O4)(C12H18N4) · 0.5H2O

C14H19C0N4O4.50, monoclinic, Cilici (no. 15), a = 12.653(6) Â, b = 13.888(6) Â, c = 9.403(6) Â, β = 100.49(3)°, V = 1624.7 Â, Ζ = 4, RgJF) = 0.036, wRreffF) = 0.086, 7 = 293 Κ. Source of material A mixture of C0CI2 • 6H20 (0.238 g, 1 mmol) and NaOH (0.08 g, 2 mmol) in water was stirred for 10 min at room temperature, and then 1,1 '-(l,6-hexanediyl)bis(imidazole) (L, 0.432 g, 2 mmol) was added to the mixture. After stirring 0.5 h, the precipitate was dissolved by dropwise addition of an aqueous solution of NH3 ( 14 M, 5 ml). Pink crystals were obtained after allowing the solution to stand at room temperature for several days. Experimental details AU Η atoms on C atoms were generated geometrically and refined as riding atoms with d(C—H) = 0.93 Â and UiUH) = 1.2 Ueq(C). The water H atoms were not included in the model. Table 2. Atomic coordinates and displacement parameters (in Â). Atom Site Occ. X y ζ ï/iso H(l) 8/ 0.4531 0.2500 1.0001 0.049 H(2) 8/ 0.2798 0.2789 0.6149 0.062 H(3) 8/ 0.2025 0.1465 0.7336 0.068 H(4A) 8/ 0.2394 0.0988 1.0315 0.071 H(4B) 8/ 0.3594 0.1160 1.1056 0.071 H(5A) 8/ 0.2916 -0.0164 0.8806 0.074 H(5B) 8/ 0.3338 -0.0449 1.0420 0.074 H(6A) 8/ 0.4636 -0.0710 0.8964 0.068 H(6B) 8/ 0.4639 0.0392 0.8621 0.068 CK1W) 4e 0.50 Vi 0.2815(8) Vi 0.153(4) * Correspondence author (e-mail: majf247nenu@yahoo.com.cn) 664 Co(C204)(CI2HI8N4) · O.5H2O Table 3. Atomic coordinates and displacement parameters (in Â). Atom Site X y ζ Un Un ί/33 Un t/13 U23 Co(l) 4e <ά 0.39769(3) Ά 0.0323(2) 0.0277(2) 0.0253(2) 0 0.0057(1) 0 C(l) 8/ 0.4005(2) 0.2411(2) 0.9182(2) 0.041(1) 0.040(1) 0.042(1) -0.0061(9) 0.011(1) 0.0013(9) C(2) 8/ 0.3055(2) 0.2566(2) 0.7080(3) 0.057(2) 0.054(1) 0.042(1) -0.015(1) 0.001(1) -0.005(1) C(3) 8/ 0.2622(2) 0.1832(2) 0.7729(3) 0.052(2) 0.052(1) 0.064(2) -0.020(1) 0.008(1) -0.008(1) C(4) 8/ 0.3129(2) 0.0998(2) 1.0150(3) 0.061(2) 0.050(1) 0.079(2) -0.003(1) 0.044(2) 0.014(1) C(5) 8/ 0.3421(2) 0.0012(2) 0.9672(4) 0.060(2) 0.046(1) 0.084(2) -0.005(1) 0.024(2) 0.012(1) C(6) 8/ 0.4555(2) -0.0075(2) 0.9360(3) 0.068(2) 0.048(1) 0.059(2) 0.003(1) 0.023(1) -0.002(1) C(7) 8/ 0.5485(2) 0.4696(1) 1.0386(2) 0.0274(9) 0.0282(9) 0.0259(9) -0.0009(7) 0.0033(7) 0.0019(7) N(l) 8/ 0.3924(1) 0.2930(1) 0.7993(2) 0.040(1) 0.0372(9) 0.0346(9) -0.0062(7) 0.0101(8) -0.0018(7) N(2) 8/ 0.3233(2) 0.1738(1) 0.9065(2) 0.046(1) 0.038(1) 0.053(1) -0.0066(8) 0.0207(9) 0.0000(9) CKD 8/ 0.5825(1) 0.4055(1) 0.9654(2) 0.0376(8) 0.0357(7) 0.0293(7) 0.0098(6) 0.0018(6) -0.0038(6) 0(2) 8/ 0.5850(1) 0.4899(1) 1.1673(2) 0.0414(8) 0.0405(8) 0.0283(7) 0.0126(6) -0.0026(6) -0.0037(6) Acknowledgments. We thank the Science Foundation for Young Teachers of Northeast Normal University (grant no. 20060304) and the Analysis and Testing Foundation of Northeast Normal University for support
Multiplicity of solutions of nonlinear boundary value problems with nonlinearities crossing several higher eigenvalues.

Etude d'un probleme aux valeurs limites Δu+f(u)=h dans Ω, u|∂Ω=0 ou f est une fonction reguliere par morceaux dans l'hypothese ou f(s)/s tend vers a (resp. b) lorsque s tend vers −∞(resp.+∞)
Méthodes et algorithmes pour le calcul numérique du nombre de classes et de unités des extensions cubiques cycliques de Q.

Soit K une extension cubique cyclique de conducteur m. Le nombre de classes de K est egal, l'indice, dans le groupe E des unites de norme l de K, du sous-groupe E' des unites cyclotomiques de K et on connait une formule explicite d'un generateur η de E' [9]. Dans [8], H. Hasse a donne un algorithme, pour determiner un generateur ε de E, qui consiste chercher une solution d'une equation diophantienne en procedant par essais successifs, mais ce nombre d'essais n'est pas borne. Dans [3], H. Cohn et S. Gorn ont etabli un autre algorithme pour determiner des unites de K (non necessairement generatrices) et ont donne des tables pour les conducteurs premiers p < 500. Nous etablissons un nouvel algorithme permettant de determiner le nombre de classes h de K et un generateur ε de £ partir de la seule connaissance de η. Pour cela, nous etablissons une majoration effectivement calculable du nombre de classes A de J? qui permet, gr ce des criteres de divisibilite de h par un entier quelconque, de calculer h et ε pour les corps eubiques cycliques. Nous avons calcule A et ε pour m < 4000, ainsi que pour certaines valeurs de m comprises entre 4000 et 20000.
Analytic distributions.

The subject of this paper is a space X' of distributions containing the set of all temperate distributions, on which the Laplace transformation, äs well äs the Fourier transformation, is well-defined and an automorphism. The space X of test functions is shown in Section l to be a nuclear Freehet space on which differentiation is continuous. Although X is defined äs a space of entire functions with certain growth properties, it is seen in Section 2 that it can be described solely in terms of the behavior of the Fourier Transform. This fact seems to indicate that at least a part of the ideas presented in this paper have a natural extension to general locally compact Abelian groups, a subject to which the author hopes to return in a later paper. In Section 3 the multiplication functions for X are studied and it is established that, under either pointwise multiplication or convolution, % is a topological algebra. In Section 4 it is shown that % is dense in @, £p(p € [l, oo[), (£0, and SMft. In Section 5, the space Z' of distributions is shown to be topologically isomorphic to the quotient of a space A of analytic functions. This endows X' with a more concrete nature than the space ©' of temperate distributions, which it generalizes. In Section 6, differentiation on X' is investigated and it is shown that classical derivations on A correspond to the generalized derivations on X'. The Fourier and Laplace transformations on both X and X' are studied in Section 7 and the main results set forth. The final section is concerned with the relation of X' to other Standard spaces of distributions.
The Effect of Slip Velocity on Unsteady Peristalsis MHD Blood Flow through a Constricted Artery Experiencing Body Acceleration

Abstract In this analysis, we present a theoretical study to examine the combined effect of both slip velocity and periodic body acceleration on an unsteady generalized non-Newtonian blood flow through a stenosed artery with permeable wall. A constant transverse magnetic field is applied on the peristaltic flow of blood, treating it as an elastico-viscous, electrically conducting and incompressible fluid. Appropriate transformation methods are adopted to solve the unsteady non-Newtonian axially symmetric momentum equation in the cylindrical polar coordinate system with suitably prescribed conditions. To validate the applicability of the proposed analysis, analytical expressions for the axial velocity, fluid acceleration, wall shear stress and volumetric flow rate are computed and for having an adequate insight to blood flow behavior through a stenosed artery, graphs have been plotted with varying values of flow variables, to analyse the influence of the axial velocity, wall shear stress and volumetric flow rate of streaming blood.
Sequence space representations for (DFN)-algebras of entire functions modulo closed ideals.

Let P = (pk)keN be an increasing sequence of plurisubharmonic functions on C", which satisfies some mild technical conditions. Denote by Ap(C) the vector space of all entire functions/ on C which satisfy for suitable C> 0 and k e N the estimate \f(z)\^ Cexp(/? k(z)) for all zeC. Under its natural inductive limit topology Ap(C) becomes a locally convex algebra. Algebras of this type have been studied for a long time. They arise in complex analysis and also in functional analysis since various convolution algebras of distributions and ultradistributions are isomorphic to algebras of this type by Fourier transform.
Crystal structure of 2-chloro-N-[5-(4-fluorophenyl)-1,3,4- thiadiazoi-2-yi]-nicotinamide, C14H8CIFN4OS

Ci4H8ClFN4OS, monoclinic, P\2\lc\ (no. 14), a = 7.451(4) Â, b = 19.628(9) Â , c = 10.519(5) λ,β= 110.137(7)°, V = 1444.4 Â, Ζ = 4, Rgt(F) = 0.039, wR^F) = 0.098, 7·= 298 Κ. Source of material AyV-dicyclohexylcarbodiimide (5.7 mmol) was added to a cooled solution of 2-chloropyridine-3-carboxylic acid (5.6 mmol) and Af-hydroxysuccinimide (5.6 mmol) in freshly distilled dioxane (30 ml). The reaction mixture was stirred overnight at room temperature. The insoluble material was filtered off and washed with cold dioxane. 5-(4-Fluorophenyl)-l,3,4-thiadiazol-2-amine (5.5 mmol) was added to the filtrate and the reaction mixture was stirred for 48 h at room temperature. The solvent was removed under reduced pressure. The residual was dissolved in ethyl acetate and the insoluble material was filtered off. The filtrate was washed successively with saturated Na2CC>3 solution (20 ml), water (20 ml), 0.1M HCl (20 ml) and water (20 ml). The organic layer evaporated in vacuo, the residual was recrystallized from methanol. Colorless block-shaped single crystals of the title compound suitable for X-ray diffraction analysis precipitated after several days (m.p. 199 201 °C). IR, 'H-NMR and ESI-MS data are available in the CIF. Experimental details H atoms were positioned geometrically and refined using a riding model using i/iso(H) = 1.2 Ueq(C) for CH and CH2 groups and t/iso(H) = 1.5 Ueq(C) for CH3 groups. Discussion Recently, we have reported a few 1,3,4-thiadiazole compounds [1,2]. Some of the 1,3,4-thiadiazole derives have been found to have pharmacological and antitumor properties [3,4]. The molecule of the title compound displays a trans configuration with respect to the C=0 and Ν—Η bonds (figure, top). The planes of the phenyl ring and the 1,3,4-thiadiazole ring are not parallel with the dihedral angle of 4.20(2)°. The dihedral angle between the phenyl ring and the pyridyl ring is 45.83(4)°. The structure displays intermolecular N-H—N, C-HO, and C H S hydrogen bonding (figure, bottom). All the bond lengths are within normal ranges and comparable to the values observed in the similar compounds [5-7], Table 1. Data collection and handling.
Judging Popular Novels as Creative Products: Which Creative Attributes Contribute to their Success?

Abstract The purpose of the present study was threefold. First, to explore whether a German version of the Creative Product Semantic Scale can be applied to novels, a hitherto poorly investigated creative product. Second, to determine which of the emerging attributes might affect the potential for success of a novel. Third, to check whether the novels judged are distinguishable in terms of their creative attributes. In an online study, participants judged four popular novels from recollection: Harry Potter and the Philosopher’s Stone, The Hobbit, Twilight, and Inkheart. A factor analysis of items based on the Harry Potter subsample indicated four major dimensions: Resolution, Novelty, Style and Complexity. Among the dimensions, Resolution was the only dimension predicting potential for commercial success in a multiple regression. Novels were not distinguishable on the basis of the dimensions judged, indicating that the present CPSS did not have enough discriminatory power to detect differences among novels from the same genre. Additional measures indicated judgments had been relatively stable since the reading experience. Furthermore, a large proportion of participants was presumably biased in their memory, due to having watched the respective movie adaptation. This was suggested by a false memory check. Surprisingly however, there were no detectable differences in judgment between those who passed and those who failed the false memory check.
The adelic zeta function associated to the space of binary cubic forms. II: Local theory.

This series of papers aspires to fully develop the connections between the arithmetic of cubic and quadratic extensions of global fields and the properties of a zeta function associated to the natural representation of G/2 in the space of binary cubic forms. This zeta function was first studied by Shintani. In Part I of this series, we introduced an adelic Version of Shintani's theory of Dirichlet series associated with the space of binary cubic forms. In addition, this theory was situated over an arbitrary number field, whereas Shintani's results assumed the base field to be Q. The theory has since been adapted to the case of an arbitrary function field of characteristic not equal to 2 or 3. (See [5] and [6].) Aside from the intrinsic interest in new Dirichlet series with exotic functional equations, one valuable consequence of Shintani's results was a strengthening of a theorem of Davenport ([8]) on the mean value of the class numbers of integral binary cubic forms. Davenport's mean value theorem was later transformed by Davenport and Heilbronn ([10]) into theorems giving the density of discriminants of cubic fields äs well äs the mean value of the 3-class numbers of quadratic fields. One goal of the adelization of Shintani's apparatus is to derive the generalizations of these results to the case of cubic and quadratic extensions of global fields of characteristic not 2 or 3 directly from the properties of the adelic zeta function. This is completed in Part III of this series.
Diskrete Mittel für einige Zetafunktionen.

(1) -M |ζ(σ + /ί)|Λ= Σ ά(ή)η+ ο(\\ wenn Γ->οο . -* l n = l F r σ> l l t sich dies sofort zeigen, da ζ in der Halbebene σ> l die absolut konvergente Dirichletreihenentwicklung (2) ? (s)= ί d(n)n-* n = l besitzt. In diesem Falle ist ζ (s), betrachtet als Funktion von t, auch fastperiodisch im Sinne von Bohr und (1) ist die Parsevalsche Gleichung f r diese Funktion. F r — < σ ̂ l gilt aber weder (2), noch ist ζ(s) als Funktion von t im Bohrschen Sinne fastperiodisch. Dennoch konnten Hardy und Littlewood unter wesentlicher Verwendung einer sogenannten approximativen Funktionalgleichung zeigen, da (1) f r alle σ > — g ltig ist. Mit etwas mehr