• Title/Summary/Keyword: universal representation

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C*-ALGEBRAS OF SOME SEMIGROUPS

  • SHOURIJEH, B. TABATABAIE
    • 호남수학학술지
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    • 제26권4호
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    • pp.483-507
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    • 2004
  • In this paper the left regular representation and the reduced $C^*$-algebra for a commutative separative semigroup is defined. The universal representation, the reduced $C^*$-algebra and the full $C^*$-algebra for the additive semigroup $N^+$ are given. Also it is proved that $C*_r(N^+){\ncong}C^*(N^+)$.

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BIM과 그래프를 기반으로 한 건물 동선의 표현과 분석 접근방법 - UCN의 확장형인 MRP 그래프의 제안 - (An Approach to the Graph-based Representation and Analysis of Building Circulation using BIM - MRP Graph Structure as an Extension of UCN -)

  • 김지수;이진국
    • 한국건설관리학회논문집
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    • 제16권5호
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    • pp.3-11
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    • 2015
  • 본 연구는 BIM을 활용한 그래프 기반의 동선 표현과 분석 접근 방법 제안을 목적으로 한다. 접근 방법의 제안을 위해 건물 동선 관련 요구사항 파악과 공간 네트워크, BIM에 관한 선행연구를 분석하였다. 또한, 본 연구는 선행연구인 UCN(Universal Circulation Network)을 기반으로 연구를 진행하였으며, 본 연구를 통해 UCN에 추가적으로 고려해야 할 사항을 파악하고 이를 확장하였다. 본 연구에서는 UCN을 기반으로 두 가지 관점에서 동선의 표현과 분석 접근 방법을 제안하고자한다: 1) UCN의 그래프 기반 동선 분석의 주요 요소를 파악한다, 2) 국내 건축법 등의 요구사항을 적용하여 UCN을 재구성한다. 결과적으로, 본 연구에서는 출구에서 가장 먼 점 (MRP) 기반의 동선 표현과 가상공간에서의 동선 분석이 추가적으로 제안되었다.

Another Myth: The Implicature Theory of Even

  • An, Young-Ran
    • 한국영어학회지:영어학
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    • 제2권3호
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    • pp.403-430
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    • 2002
  • With a view to providing a unitary interpretation of a lexical item, even, this paper proposes that even be understood as a quantifier. To countenance this idea, the quantifier theories will be evaluated against the implicature accounts on the basis of conceptual and empirical evidence. With the help of Bach (1999), the quantifier theories of even are regarded as most viable and plausible. On the other hand, from among different quantifier approaches even will be viewed as a quasi-universal quantifier, which means that even is similar to the universal quantifier but still it is different from it. That is, even introduces a comparison set that is context-dependent and only the salient members of this comparison set will be taken into account when an even-sentence is to be uttered. This observation is based on the formal representation for a universal quantifier in general on the one hand and the truth-conditional contribution of even to the sentence containing it.

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Universal conceptual cognitive annotation(UCCA) 주석 체계의 한국어 적용 연구 (A Study on UCCA for Korean Semantic Analysis)

  • 오태환;한지윤;최현수;박석원;김한샘
    • 한국정보과학회 언어공학연구회:학술대회논문집(한글 및 한국어 정보처리)
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    • 한국정보과학회언어공학연구회 2019년도 제31회 한글 및 한국어 정보처리 학술대회
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    • pp.353-356
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    • 2019
  • 본 논문은 Universal conceptual cognitive annotation(보편 개념 인지 주석, 이하 UCCA)를 한국어에 적용하는 방안에 대해 제시하였다. 우선 기존의 한국어 의미 분석 체계들의 장단점을 살펴본 뒤, UCCA가 가지고 있는 상대적인 장점들을 소개하였다. UCCA는 모든 언어에 대하여 일관적인 기술을 하려는 Meaning representation framework의 하나로, 보편언어적인 의미 분석 체계를 가지고 있다. 본고는 주석 단위와 문법적 요소의 관점에서 한국어의 특성을 반영하여 UCCA를 한국어에 적용하는 방안을 검토하였다.

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보편 양화사 (UNIVERSAL QUANTIFIER)에 대한 아동들의 해석 양상

  • 강혜경
    • 한국언어정보학회:학술대회논문집
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    • 한국언어정보학회 2001년도 학술대회 논문집
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    • pp.237-257
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    • 2001
  • This paper investigates the idiosyncratic understanding of universal quantifiers such as every, each or all by young children at the ages of 4 to 7, and argues that the phenomenon is explicable in terms of the maturation of both the cognitive system and the linguistic system. Evidence for this dual explanation comes from the fact that the visual input, a picture, plays a key role in determining the children’s conceptual representation, suggesting the need for the central integration of visual and linguistic elements; and from the fact that a quantifier in the linguistic input has an intrinsic property, i.e. a <+focus> feature. I have tried to explain the nature of the cognitive factors in terms of the function of the central system, suggesting a modified form of Smith & Tsimpli’s (1995) version of Fodor’s (1983) modularity hypothesis. Conceptual representations of two kinds are in competition with each other and they are integrated into a neutral LOT (Language of Thought) representation at some point . In the process of this integration, the representations from the visual input predominate over those from the auditory input, though the quantize. (treated as new information provided by the latter) is salient in the final representations. When visual conceptual representations predominate over purely linguistic ones, quantifier spreading errors occur. By contrast, when the relevant grammatical knowledge has developed sufficiently to counteract the conceptual representations, this peculiar behaviour by children should disappear. It is argued that children have to learn two kinds of grammatical fact with regard to universal quantification: (i) they have to learn the status of the quantifier as a functional head of DP so that it has to be positioned inside DP; and (ii) they have to learn the Left-Branch Condition which specifies that movement of an element in the left-branch position is possible only by pied-piping the entire phrase.

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High School Students' Perceptions of Mathematics Teachers' Implementation of UDL-Based Practices and Technology in Mathematics Classes

  • Shin, Mikyung;Kang, Eunyoung;Lee, Okin
    • International Journal of Contents
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    • 제17권2호
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    • pp.9-19
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    • 2021
  • The purpose of this survey-based study was to investigate high school students' perceptions of mathematics teachers' implementation of Universal Design for Learning (UDL)-based practices and technology in their mathematics classes in 2017. A total of 303 high school students in South Korea participated in this online survey on teachers' use of technology for instructional practices, the frequency of technology tool use, and the meeting of UDL guidelines in mathematics instruction. According to frequency analysis, high school students generally perceived their teachers' mathematics teaching as somewhat positive in providing multiple means of representation, action and expression, and engagement. However, mathematics teachers' implementation of technology tools in their mathematics classes was generally limited. This study indicated significant and positive relationships between variables regarding the use of technology tools and teachers' efforts to follow the UDL guidelines. Applying the Chi-squared test, we further examined how each survey result differed according to high school students' academic achievements and grade levels.

보편적 학습 설계의 관점에서 초등학교 4학년 과학 디지털 교과서 분석 (Analysis of G4 Science Digital Textbook according to Universal Design for Learning)

  • 서정희;성정희;구양미
    • 한국초등과학교육학회지:초등과학교육
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    • 제30권4호
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    • pp.442-458
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    • 2011
  • Digital textbook project is one of government-driven project to improve education due to integrating technology. Digital textbook need to be universally designed to fit for each student. Recently, universal design for learning( UDL) gains great attention as one of promising approaches for the development of the digital textbook through giving various options and flexibility to all students. UDL has three main principles, first provide multiple means of representation, second provide multiple means of action and expression, third provide multiple means of engagement. The purpose of the study is to analyze fourth grade science textbook according to three UDL guidelines and suggest implications to improve an existing science textbook. The results indicated that fourth grade science digital textbook has been partly applied UDL guidelines like implementing multimedia and multi- mode contents, learning and communication tools, and motivation strategies. But options which students can choose according to their needs and styles are insufficient and tools for expression and communication need to enhance for helping each student to overcome his/her obstacles for learning and need to be more and elaborate to support learner-centered science digital textbook.

보편 양화사 (Universal Quantifier)에 대한 아동들의 해석 양상 (Universal Quantification by Children)

  • 강혜경
    • 한국언어정보학회지:언어와정보
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    • 제5권2호
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    • pp.39-55
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    • 2001
  • This paper investigates the idiosyncratic understanding of universal quantifiers such as every, each or all by young children at the ages of 4 to 7, and argues that the phenomenon is explicable in terms of the maturation of both the cognitive system and the linguistic system. Evidence for this dual explanation comes from the fact that the visual input, a picture, plays a key role in determining the children's conceptual representation, suggesting the need for the central integration of visual and linguistic elements; and from the fact that a quantifier in the linguistic input has an intrinsic property, i.e. a <+focus> feature. I have tried to explain the nature of the cognitive factors in terms of the function of the central system, suggesting a modified form of Smith & Tsimpli's (1995) yersion of Fodor's (1983) modularity hypothesis. The categorial status of the quantifier in the children's interpretation is considered, focusing on the movement of that quantifier out of its own extended projection to FP. It is claimed that children initially treat quantifiers as modifiers, rather than functional heads, and that the phenomenon of quantifier spreading by children can be attributed to delay in the development of the relevant functional category, i.e., DP (or QP), in language acquisition.

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오픈 월드 객체 감지의 현재 트렌드에 대한 리뷰 (Unveiling the Unseen: A Review on current trends in Open-World Object Detection)

  • 이크발 무하마드 알리;김수균
    • 한국컴퓨터정보학회:학술대회논문집
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    • 한국컴퓨터정보학회 2024년도 제69차 동계학술대회논문집 32권1호
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    • pp.335-337
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    • 2024
  • This paper presents a new open-world object detection method emphasizing uncertainty representation in machine learning models. The focus is on adapting to real-world uncertainties, incrementally updating the model's knowledge repository for dynamic scenarios. Applications like autonomous vehicles benefit from improved multi-class classification accuracy. The paper reviews challenges in existing methodologies, stressing the need for universal detectors capable of handling unknown classes. Future directions propose collaboration, integration of language models, to improve the adaptability and applicability of open-world object detection.

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