• Title/Summary/Keyword: Special Classes

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컴퓨터 특기적성교육 운영 실태 및 분석 - 충남 천안지역 초등학교를 중심으로 - (Operation Status and Analysis of Computer Education for Special Skill Aptitude - Focusing on Elementary Schools in Chungnam Cheonan area -)

  • 왕정아;김의정
    • 한국정보통신학회:학술대회논문집
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    • 한국해양정보통신학회 2006년도 춘계종합학술대회
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    • pp.847-850
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    • 2006
  • 학생의 특기와 적성을 살리는 특기적성 교육은 사교육비 절감을 위해 정부가 제시한 학교 방과후 활동의 일환으로 초등학교에서 광범위하게 시행되고 있다. 본 연구는 초등학교 특기적성 교육활동의 실태조사와 분석을 통해 그에 대한 개선점을 찾고자 하였으며, 설문을 통해 담당교사의 특기적성 교육에 대한 관심도와 초등학교 학생의 참여도를 조사하였으며, 특기적성 강사의 의견을 모아 컴퓨터 교육을 하는데 있어서 가장 시급한 문제가 무엇인지를 조사하였다. 컴퓨터 특기적성 교육이 체계적으로 실시되고 더욱 활성화되기 위해서는 교육부의 충분한 지원과 지속적인 관심이 필요하다. 또한 타 학교와의 연계 및 전시회와 같은 행사를 통한 학교측의 관심이 있을 때 학생들의 컴퓨터 특기 적성 교육의 효과가 더 있을 것으로 판단된다.

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서울시 초.중.고등학교에서 5년간(2000~2004년) 발생한 학생의 비의도적 손상 및 보상급여비 현황 (Incidence of Nonfatal Unintentional Injuries among Students, and Compensation Payment for Five Years (2000~2004) in School, Seoul)

  • 신선미;이희우
    • 한국학교보건학회지
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    • 제24권1호
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    • pp.12-22
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    • 2011
  • Purpose: The purpose of this study was to identify incidence of nonfatal unintentional injuries (accidents) among students, and to investigate compensation payment for five years (2000~2004) in schools located in Seoul. Methods: Subjects were 14,783 students injured among elementary, middle and high school students. The accumulated data for 5 years (2000~2004) was from the Seoul School Safety and Insurance Association. Chi-square, ttest, logistic regression, and MANCOVA were conducted. Results: The most frequent accidents occurred among males (73.2%), and in special school students (3.86 per 1,000) followed by middle school students (3.05 per 1,000), in May (0.25 per 1,000) followed by June and October, in physical education classes (0.73 per 1,000) followed by special activities (0.40 per 1,000), recess (0.31 per 1,000) and lunch (0.29 per 1,000). Fractures (0.86 per 1,000) were followed by mild injuries (0.39 per 1,000), joint and ligament injuries (0.31 per 1,000), and teeth injuries (0.26 per 1,000). After adjusting for potential confounding variables, the highest means of final compensation payment was for burns (810 thousand KRW) followed by the teeth injuries (506 thousand KRW), cleaning injuries (550 thousand KRW) followed by injuries incurred during special activities (510 thousand KRW) and injuries incurred at special schools (556 thousand KRW). Conclusion: In school, the highest incidences of nonfatal unintentional injuries were in special schools, among males, fractures and physical education. However, the highest compensation payments were for burns, and injuries taking place at special schools and during cleaning hour. Proper health education including teaching healthy habits for safety/injury prevention is needed to prevent injuries and decrease compensation.

GENERALIZED SET-VALUED MIXED NONLINEAR QUASI VARLIATIONAL INEQUALITIES

  • H, M-U
    • Journal of applied mathematics & informatics
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    • 제5권1호
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    • pp.73-90
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    • 1998
  • In this paper we introduce and study a number of new classes of quasi variational inequalities. using essentially the projection technique and its variant forms we prove that the gen-eralized set-valued mixed quasivariational inequalities are equivalent to the fixed point problem and the Wiener-Hopf equations(normal maps). This equivalence enables us to suggest a number of iterative algorithms solving the generalized variational inequalities. As a special case of the generalized set-valued mixed quasi variational in-equalities we obtain a class of quasi variational inequalities studied by Siddiqi Husain and Kazmi [35] but there are several inaccuracies in their formulation of the problem the statement and the proofs of the problem the statement and the proofs of their results. We have removed these inaccuracies. The correct formulation of thir results can be obtained as special cases from our main results.

MONOTONICITY CRITERION AND FUNCTIONAL INEQUALITIES FOR SOME q-SPECIAL FUNCTIONS

  • Mehrez, Khaled
    • 대한수학회지
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    • 제58권1호
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    • pp.133-147
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    • 2021
  • Our aim in this paper is to derive several new monotonicity properties and functional inequalities of some functions involving the q-gamma, q-digamma and q-polygamma functions. More precisely, some classes of functions involving the q-gamma function are proved to be logarithmically completely monotonic and a class of functions involving the q-digamma function is showed to be completely monotonic. As applications of these, we offer upper and lower bounds for this special functions and new sharp upper and lower bounds for the q-analogue harmonic number harmonic are derived. Moreover, a number of two-sided exponential bounding inequalities are given for the q-digamma function and two-sided exponential bounding inequalities are then obtained for the q-tetragamma function.

REMARKS ON ULRICH BUNDLES OF SMALL RANKS OVER QUARTIC FOURFOLDS

  • Yeongrak Kim
    • 대한수학회지
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    • 제61권2호
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    • pp.279-291
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    • 2024
  • In this paper, we investigate a few strategies to construct Ulrich bundles of small ranks over smooth fourfolds in ℙ5, with a focus on the case of special quartic fourfolds. First, we give a necessary condition for Ulrich bundles over a very general quartic fourfold in terms of the rank and the Chern classes. Second, we give an equivalent condition for Pfaffian fourfolds in every degree in terms of arithmetically Gorenstein surfaces therein. Finally, we design a computer-based experiment to look for Ulrich bundles of small rank over special quartic fourfolds via deformation theory. This experiment gives a construction of numerically Ulrich sheaf of rank 4 over a random quartic fourfold containing a del Pezzo surface of degree 5.

밀 품질평가 현황과 검사제도 (Current Wheat Quality Criteria and Inspection Systems of Major Wheat Producing Countries)

  • 이춘기;남중현;강문석;구본철;김재철;박광근;박문웅;김용호
    • 한국작물학회지
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    • 제47권
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    • pp.63-94
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    • 2002
  • On the purpose to suggest an advanced scheme in assessing the domestic wheat quality, this paper reviewed the inspection systems of wheat in major wheat producing countries as well as the quality criteria which are being used in wheat grading and classification. Most wheat producing countries are adopting both classifications of class and grade to provide an objective evaluation and an official certification to their wheat. There are two main purposes in the wheat classification. The first objectives of classification is to match the wheat with market requirements to maximize market opportunities and returns to growers. The second is to ensure that payments to glowers aye made on the basis of the quality and condition of the grain delivered. Wheat classes has been assigned based on the combination of cultivation area, seed-coat color, kernel and varietal characteristics that are distinctive. Most reputable wheat marketers also employ a similar approach, whereby varieties of a particular type are grouped together, designed by seed coat colour, grain hardness, physical dough properties, and sometimes more precise specification such as starch quality, all of which are genetically inherited characteristics. This classification in simplistic terms is the categorization of a wheat variety into a commercial type or style of wheat that is recognizable for its end use capabilities. All varieties registered in a class are required to have a similar end-use performance that the shipment be consistent in processing quality, cargo to cargo and year to year, Grain inspectors have historically determined wheat classes according to visual kernel characteristics associated with traditional wheat varieties. As well, any new wheat variety must not conflict with the visual distinguishability rule that is used to separate wheats of different classes. Some varieties may possess characteristics of two or more classes. Therefore, knowledge of distinct varietal characteristics is necessary in making class determinations. The grading system sets maximum tolerance levels for a range of characteristics that ensure functionality and freedom from deleterious factors. Tests for the grading of wheat include such factors as plumpness, soundness, cleanliness, purity of type and general condition. Plumpness is measured by test weight. Soundness is indicated by the absence or presence of musty, sour or commercially objectionable foreign odors and by the percentage of damaged kernels that ave present in the wheat. Cleanliness is measured by determining the presence of foreign material after dockage has been removed. Purity of class is measured by classification of wheats in the test sample and by limitation for admixtures of different classes of wheat. Moisture does not influence the numerical grade. However, it is determined on all shipments and reported on the official certificate. U.S. wheat is divided into eight classes based on color, kernel Hardness and varietal characteristics. The classes are Durum, Hard Red Spring, Hard Red Winter, Soft Red Winter, Hard White, soft White, Unclassed and Mixed. Among them, Hard Red Spring wheat, Durum wheat, and Soft White wheat are further divided into three subclasses, respectively. Each class or subclass is divided into five U.S. numerical grades and U.S. Sample grade. Special grades are provided to emphasize special qualities or conditions affecting the value of wheat and are added to and made a part of the grade designation. Canadian wheat is also divided into fourteen classes based on cultivation area, color, kernel hardness and varietal characteristics. The classes have 2-5 numerical grades, a feed grade and sample grades depending on class and grading tolerance. The Canadian grading system is based mainly on visual evaluation, and it works based on the kernel visual distinguishability concept. The Australian wheat is classified based on geographical and quality differentiation. The wheat grown in Australia is predominantly white grained. There are commonly up to 20 different segregations of wheat in a given season. Each variety grown is assigned a category and a growing areas. The state governments in Australia, in cooperation with the Australian Wheat Board(AWB), issue receival standards and dockage schedules annually that list grade specifications and tolerances for Australian wheat. AWB is managing "Golden Rewards" which is designed to provide pricing accuracy and market signals for Australia's grain growers. Continuous payment scales for protein content from 6 to 16% and screenings levels from 0 to 10% based on varietal classification are presented by the Golden Rewards, and the active payment scales and prices can change with market movements.movements.

THREE STEP ITERATIVE ALGORITHMS FOR GENERALIZED QUASIVARIATIONAL INCLUSIONS

  • Park, Jong-Yeoul;Jeong, Jae-Ug
    • 대한수학회보
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    • 제41권1호
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    • pp.1-11
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    • 2004
  • In this paper, we suggest and analyze some new classes of three step iterative algorithms for solving generalized quasivariational inclusions by using the properties of proximal maps. Our results include the Ishikawa, Mann iterations for solving variational inclusions(inequalities) as special cases. The results obtained in this paper represent an improvement and significant refinement of previously known results [3, 5-8, 10, 14-18].

THE (0, 1)-NORMAL SANDWICH PROBLEM

  • Park, Se Won;Han, Hyuk;Park, Sung-Wook
    • 충청수학회지
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    • 제16권1호
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    • pp.25-36
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    • 2003
  • We study the question of whether a partial (0, 1)-normal matrix has a non-symmetric normal completion. Matrix sandwich problems are an important and special case of matrix completion problems. In this paper, we give some properties for the (0, 1)-normal matrices and some large classes that satisfies the normal sandwich completion.

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ON GENERALIZED ZERO-DIFFERENCE BALANCED FUNCTIONS

  • Jiang, Lin;Liao, Qunying
    • 대한수학회논문집
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    • 제31권1호
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    • pp.41-52
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    • 2016
  • In the present paper, by generalizing the definition of the zero-difference balanced (ZDB) function to be the G-ZDB function, several classes of G-ZDB functions are constructed based on properties of cyclotomic numbers. Furthermore, some special constant composition codes are obtained directly from G-ZDB functions.

ON STRICT STATIONARITY OF NONLINEAR ARMA PROCESSES WITH NONLINEAR GARCH INNOVATIONS

  • Lee, O.
    • Journal of the Korean Statistical Society
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    • 제36권2호
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    • pp.183-200
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    • 2007
  • We consider a nonlinear autoregressive moving average model with nonlinear GARCH errors, and find sufficient conditions for the existence of a strictly stationary solution of three related time series equations. We also consider a geometric ergodicity and functional central limit theorem for a nonlinear autoregressive model with nonlinear ARCH errors. The given model includes broad classes of nonlinear models. New results are obtained, and known results are shown to emerge as special cases.