Generating weights for the Weil representation attached to an even order cyclic quadratic module

We develop geometric methods to study the generating weights of free modules of vector valued modular forms of half-integral weight, taking values in a complex representation of the metaplectic group. We then compute the generating weights for modular forms taking values in the Weil representation attached to cyclic quadratic modules of order 2p^r, where p is a prime greater than three. We also show that the generating weights approach a simple limiting distribution as p grows, or as r grows and p remains fixed

PROBLEMS OF INCREASE IN THE WORLDVIEW VALUES YOUTH PROFESSIONAL ACTIVITIES

The article discusses the need for the development of one of the directions of quasilifikatsionnogo growth of teachers professional educational organizations. It is represented as the creation and improvement of organic to contemporary period efficient technologies familiarizing students to the social and cultural values. Author's attention drawn to meaningful for self- learning and the development of society value professional work discusses the problem of familiarizing students to this value through the creation of pedagogical conditions for the realization of its significance.В статье рассматривается необходимость развития одного из направлений квалификационного роста преподавателей профессиональных образовательных организаций. Оно представлено как создание и совершенствование органичных для современного периода технологий эффективного приобщения обучающихся к социокультурным ценностям. Внимание автора обращено на значимую для самореализации обучающихся и для развития общества ценность профессиональной деятельности. Обсуждается проблема приобщения обучающихся к этой ценности посредством создания педагогических условий для осознании ее значимости

Axiological aspect formation professional-moral culture of student

This article discusses one of the areas of moral development students of higher education institutions is to familiarize them with the polyvariant nature of domestic moral culture and understanding of the importance to individuals and society of its value. Particular attention is drawn to the consideration of moral values of traditional culture and the need for educating the axiological aspects of interaction between the subjects of the educational process for the formation of the professional responsibility of students professional responsibility, traditional moral cultureВ статье рассматривается одно из направлений нравственного развития студентов высших образовательных организаций, заключающееся в ознакомлении их с поливариантным характером отечественной нравственной культуры и пониманием ими значимости для личности и общества ее ценности. Особое внимание обращается на рассмотрение ценности традиционной нравственной культуры и на необходимость разработки аксиологического аспекта воспитывающего взаимодействия субъектов образовательного процесса для формирования профессиональной ответственности обучающихс

Automatic Labeling of Special Diagnostic Mammography Views from Images and DICOM Headers.

Applying state-of-the-art machine learning techniques to medical images requires a thorough selection and normalization of input data. One of such steps in digital mammography screening for breast cancer is the labeling and removal of special diagnostic views, in which diagnostic tools or magnification are applied to assist in assessment of suspicious initial findings. As a common task in medical informatics is prediction of disease and its stage, these special diagnostic views, which are only enriched among the cohort of diseased cases, will bias machine learning disease predictions. In order to automate this process, here, we develop a machine learning pipeline that utilizes both DICOM headers and images to predict such views in an automatic manner, allowing for their removal and the generation of unbiased datasets. We achieve AUC of 99.72% in predicting special mammogram views when combining both types of models. Finally, we apply these models to clean up a dataset of about 772,000 images with expected sensitivity of 99.0%. The pipeline presented in this paper can be applied to other datasets to obtain high-quality image sets suitable to train algorithms for disease detection

Single-crystal X-ray diffraction study of novel pyrazole chalcone derived from 1-phenyl-3-p-tolyl-1H-pyrazole-4-carbaldehyde

143-146Novel pyrazole chalcone has been synthesized by reaction of phenyl-3-p-tolyl-1H-pyrazole-4-carbaldehyde and acetophenone by Claisen-Schmidt reaction in ethanol by microwave assisted method. It has been characterized by elemental analysis and spectroscopic (FTIR, 1H NMR and MS) studies. Crystal structure of the compound has been determined using single-crystal X-ray diffraction. Hydrogen-bonded chain is formed by C–H···O bonding enhanced by C–H···π interaction. Adjacent chains are connected through the π∙∙∙π interactions

Approximation of holomorphic mappings on strongly pseudoconvex domains

Let D be a relatively compact strongly pseudoconvex domain in a Stein manifold, and let Y be a complex manifold. We prove that the set A(D,Y), consisting of all continuous maps from the closure of D to Y which are holomorphic in D, is a complex Banach manifold. When D is the unit disc in C (or any other topologically trivial strongly pseudoconvex domain in a Stein manifold), A(D,Y) is locally modeled on the Banach space A(D,C^n)=A(D)^n with n=dim Y. Analogous results hold for maps which are holomorphic in D and of class C^r up to the boundary for any positive integer r. We also establish the Oka property for sections of continuous or smooth fiber bundles over the closure of D which are holomorphic over D and whose fiber enjoys the Convex approximation property. The main analytic technique used in the paper is a method of gluing holomorphic sprays over Cartan pairs in Stein manifolds, with control up to the boundary, which was developed in our paper "Holomorphic curves in complex manifolds" (Duke Math. J. 139 (2007), no. 2, 203--253)

SPIRITUAL AND MORAL DEVELOPMENT STUDENTS AS A BASIS OF THEIR PROFESSIONAL AND MORAL CULTURE

This article discusses the spiritual and moral development and education of students in institutions of higher education . As one of the purposes of the content of spiritual and moral education of students of the authors consider it necessary to consider the formation of their professional and moral culture. The article suggested definition of the essence of professional moral culture specialist. The most effective form of spiritual and moral development of students, we create conditions in teachers teaching students self-organization. The problem of the wise use of the faculty of the most effective conditions for modern forms of student selfmotivation, viz. report them to the axiological aspect essence and significance of moral culture for professional activity , and for all other aspects of his life.В статье рассматриваются проблемы духовно-нравственного развития и воспитания студентов в организациях высшего профессионального образования. В качестве одной из целей содержания духовно-нравственного воспитания студентов авторы считают необходимым рассмотрение формирования их профессионально-нравственной культуры. В статье предложено определение сущности профессионально-нравственной культуры специалиста. В качестве наиболее эффективной формы духовно-нравственного развития студентов рассмотрено создание преподавателями педагогических условий в организации самовоспитания студентов. Обсуждается проблема разумного использования профессорско-преподавательским составом наиболее эффективной для современных условий формы мотивирования студенческого самовоспитания, а именно, донесение до них аксиологического аспекта сущности и значимости нравственной культуры как для профессиональной деятельности человека, так и для всех иных аспектов его жизнедеятельности

A Carleman type theorem for proper holomorphic embeddings

In 1927, Carleman showed that a continuous, complex-valued function on the real line can be approximated in the Whitney topology by an entire function restricted to the real line. In this paper, we prove a similar result for proper holomorphic embeddings. Namely, we show that a proper \cC^r embedding of the real line into \C^n can be approximated in the strong \cC^r topology by a proper holomorphic embedding of \C into \C^n

EFFECT OF AN IN-SEASON LIVING MULCH ON LEACHING OF INORGANIC NITROGEN IN CAULIFLOWER (BRASSICA OLERACEA L. VAR. BOTRYTIS) CROPPING IN SLOVENIA, GERMANY AND DENMARK

Vegetables with a high nitrogen demand such as cauliflower may cause intensive leaching of nitrate to the environment in conventional as well as in organic production. In organic cropping systems, the use of an in-season living mulch may decrease the risk of nitrate leaching after harvest when left growing in the field to the end of the leaching season in spring. The aim of this study was to investigate the effect of growing an in-season living mulch including legumes on the risk of leaching of inorganic nitrogen over winter, and soil nitrogen availability the following spring. Three field experiments were carried out in Slovenia, Germany and Denmark in the frame of the Interveg project (CORE organic II). Evaluation of soil inorganic nitrogen content was done at planting, at harvest, in late autumn and in spring to a depth of 0.6, 0.9 or 1.5 m as well as nitrogen uptake by the biomass. This study reports preliminary results of the first year of experiments on soil inorganic nitrogen at harvest and the end of the leaching season. They indicate that living mulches may have a potential to decrease the nitrate leaching risk depending on the design of the cropping system