Notes for authors 2011
ثبت نشده
چکیده
Acta Crystallographica Section E: Structure Reports Online is the IUCr’s highly popular electronic-only structural journal. It provides a fast, simple and easily accessible publication mechanism for the growing number of valuable inorganic, metal-organic and organic crystal structure determinations. The electronic submission, validation, refereeing and publication facilities of the journal ensure rapid and high-quality publication, whilst key indicator flags are used to provide measures of structural reliability. The journal encourages the publication of routine as well as interesting and difficult structures. Articles are published in a short-format style with enhanced supplementary materials (see x8.1 for details of an example submission and publication). Each publication consists of a complete package – the published article, HTML and PDF supplements, CIF, structure factors, graphics, and any other submitted supplementary files. This represents a much richer collection of material than is provided by publishers of other structural journals. Acta Crystallographica Section E is an open-access journal, i.e. free of charge to all readers. The costs of peer review, of journal production, and of online hosting and archiving will be met by charging an open-access fee to authors (see x9).
منابع مشابه
Some notes on convergence of homotopy based methods for functional equations
Although homotopy-based methods, namely homotopy analysis method andhomotopy perturbation method, have largely been used to solve functionalequations, there are still serious questions on the convergence issue of thesemethods. Some authors have tried to prove convergence of these methods, butthe researchers in this article indicate that some of those discussions are faulty.Here, after criticizi...
متن کاملSome notes on convergence of homotopy based methods for functional equations
Although homotopy-based methods, namely homotopy analysis method andhomotopy perturbation method, have largely been used to solve functionalequations, there are still serious questions on the convergence issue of thesemethods. Some authors have tried to prove convergence of these methods, butthe researchers in this article indicate that some of those discussions are faulty.Here, after criticizi...
متن کاملSome notes on the existence of an inequality in Banach algebra
We shall prove an existence inequality for two maps on Banach algebra, withan example and in sequel we have some results on R and Rn spaces. This waycan be applied for generalization of some subjects of mathematics in teachingwhich how we can extend a math problem to higher level.
متن کاملMedical students' Study Resources: Books or Notes
Introduction: Given the importance and impact of test resources on medical student’ learning, this study aimed to assess the time devoted to study books and notes during the semester and exam time. Methods: This descriptive-analytic study was conducted on all medical students (120) who were passing internship period at Isfahan University of medical sciences in 2011. Devoted time to study books...
متن کاملSTUDY OF MICROMYCETES FLORA IN KARAJ REGION, IRAN (1)
In this contribution to the mycoflora of Karaj, notes are given on 28 species of micromycetes (Peronosporales, Erysiphales, Dothideales, Leotiales, Ustilaginales and mitosporic fungi) mainly collected by the authors in various parts of Karaj area. Six species are new records for Iran viz. Ramularia geranii var. geranii on Geranium pyrenaicum, Septoria gallica on Colchicum robustum, Sphaerotheca...
متن کاملA proof of Sumner's universal tournament conjecture for large tournaments
Sumner’s universal tournament conjecture states that any tournament on 2n−2 vertices contains any directed tree on n vertices. In this paper we prove that this conjecture holds for all sufficiently large n. The proof makes extensive use of results and ideas from a recent paper by the same authors, in which an approximate version of the conjecture was
متن کامل