• 제목/요약/키워드: Proposition

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Pragmatic contributions to the identification of explicatures (명시의미의 구명에 따른 화용론적 기여)

  • Kim, Chang-Ik
    • English Language & Literature Teaching
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    • v.9 no.spc
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    • pp.149-165
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    • 2003
  • This paper is aimed at the investigation of pragmatic contributions to the identification of explicatures. An explicature is the result of fleshing out the semantic representation of an utterance. The basic assumption of the paper is that the process of the developing the semantic representation into an explicature depends heavily on contextual information. Therefore, we are concerned with the way in which hearers use contextual information to flesh rut or develop the semantic representation of an utterance. The identification of explicatures includes both the recovery of the proposition expressed and the recovery of what we called higher-level explicatures. There are three subtasks involved in the recovery of the proposition expressed: reference assignment disambiguation and enrichment On the other hand, there are two subtasks involved in the recovery of higher-level explicatures: attitudes and speech acts.

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고등학교 수학 교육과정에서 명제논리에 대한 연구

  • Lee, Sun-Hong;Park, Sang-Ho
    • East Asian mathematical journal
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    • v.23 no.3
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    • pp.313-326
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    • 2007
  • The purpose of education of propositional logic is to understand the basic structure of the mathematics and to improve the logical thinking in normal life. But in the seventh curriculum, some basic terms, for examples $\wedge$ and $\vee$, are not introduced, the proposition $p{\\rightarrow}q$ is not defined properly, and use the wrong term $\Rightarrow$ so that it is difficult to understand the propositional logic. In this paper, we present a suitable content for the propositional logic in high-school mathematical class. We also present a proper definition of the proposition $p{x}{\Rightarrow}q{x}$ without using the notation $\rightarrow$. We finally give proper definitions of necessary conditions, sufficient conditions, and necessary and sufficient conditions.

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The Boundaries of MM2: An Exploration of Equity Value Indeterminacy

  • Hyoung-Goo Kang
    • 한국벤처창업학회:학술대회논문집
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    • 2023.11a
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    • pp.69-71
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    • 2023
  • The Modigliani-Miller Proposition II (MM2) is a cornerstone in the field of corporate finance, positing that in a frictionless environment with perfect capital markets, the cost of equity capital is linearly related to a firm's leverage. This paper critically re-evaluates this proposition, particularly examining the determination of the cost and value of equity. We find that under specific circum-stances, especially when the value of a tax shield is influenced by endogenous variables, the cost and value of equity may be ambiguous. This calls into question the universal applicability of MM2. Our research offers new perspectives on the theoretical underpinnings of financial management and underscores the significance of situational factors in the practical application of these theories.

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REMARKS ON GAUSS SUMS OVER GALOIS RINGS

  • Kwon, Tae Ryong;Yoo, Won Sok
    • Korean Journal of Mathematics
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    • v.17 no.1
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    • pp.43-52
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    • 2009
  • The Galois ring is a finite extension of the ring of integers modulo a prime power. We consider characters on Galois rings. In analogy with finite fields, we investigate complete Gauss sums over Galois rings. In particular, we analyze [1, Proposition 3] and give some lemmas related to [1, Proposition 3].

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A Method to Establish Two Clausius Inequalities (두 개의 Clausius 부등식의 입증 방법)

  • Park, Kyoung-Kuhn
    • Proceedings of the KSME Conference
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    • 2003.04a
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    • pp.1361-1365
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    • 2003
  • There are two Clausius inequalities. One involves the temperature of external reservoir and the other involves the temperature at the system boundary. It is shown that the former Clausius inequality can be established from a direct application of the proposition regarding the efficiency of a Carnot cycle based on an apparatus with two reservoirs. A different apparatus which also has two thermal reservoirs is utilized to compare the cyclic integral of the former inequality with that of the latter, resulting in the proof of the latter inequality.

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The Case Study of USP(Unique Selling Proposition) for the Brand's Communication Strategies (브랜드 커뮤니케이션 전략 중 USP(Unique Selling Proposition) 사례연구)

  • Hong, Sung-Sun
    • Proceedings of the Korea Contents Association Conference
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    • 2017.05a
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    • pp.495-496
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    • 2017
  • USP는 독특한 판매제안이란 의미로 제품 및 디자인의 차별화 혹은 브랜드 커뮤니케이션 수행의 차별화로 확장되어 이용되고 있다. 경쟁사에 대한 효과적이고 지속적인 경쟁우위를 유지하기 위한 마케팅 및 브랜드 커뮤니케이션 차별화 전략 중 USP 전략을 기술적 요인에 의한 제품차별화 및 브랜드, 광고, 유통 및 고객서비스 등과 같은 마케팅 활동에 의한 차별화로 인식하고 기업의 광고 및 홍보 전략으로 활용하고 있는 USP 사례를 통해 기업의 효과적이고 지속적인 브랜드 경쟁우위를 유지하기 위한 방법을 알아보았다.

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Definite Descriptions and Attitude Reports in Situation Semantics

  • Cho, Young-Soon
    • Language and Information
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    • v.3 no.1
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    • pp.83-95
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    • 1999
  • In this paper I will seek to show that situation theoretic analysis of the attitudes can finely describe references of definite descriptions in attitude reports: co-reference, mis-reference, and speaker's reference. Situation theoretic concepts of a proposition and a resource situation provide excellent means to account for these references: Proposition, which is the combination of a type and an assignment, can combine linguistic and non-linguistic information; Resource situation, sometimes realized as speaker's wrong knowledge situation about an individual, can serve to explain idiosyncratic aspects of attitude reports.

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How Can Non.Chaebol Companies Thrive in the Chaebol Economy? (비재벌공사여하재재벌경제중생존((非财阀公司如何在财阀经济中生存)? ‐공사층면영소전략적분석(公司层面营销战略的分析)‐)

  • Kim, Nam-Kuk;Sengupta, Sanjit;Kim, Dong-Jae
    • Journal of Global Scholars of Marketing Science
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    • v.19 no.3
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    • pp.28-36
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    • 2009
  • While existing literature has focused extensively on the strengths and weaknesses of the Chaebol and their ownership and governance, there have been few studies of Korean non-Chaebol firms. However, Lee, Lee and Pennings (2001) did not specifically investigate the competitive strategies that non-Chaebol firms use to survive against the Chaebol in the domestic Korean market. The motivation of this paper is to document, through four exploratory case studies, the successful competitive strategies of non-Chaebol Korean companies against the Chaebol and then offer some propositions that may be useful to other entrepreneurial firms as well as public policy makers. Competition and cooperation as conceptualized by product similarity and cooperative inter.firm relationship respectively, are major dimensions of firm.level marketing strategy. From these two dimensions, we develop the following $2{\times}2$ matrix, with 4 types of competitive strategies for non-Chaebol companies against the Chaebol (Fig. 1.). The non-Chaebol firm in Cell 1 has a "me-too" product for the low-end market while conceding the high-end market to a Chaebol. In Cell 2, the non-Chaebol firm partners with a Chaebol company, either as a supplier or complementor. In Cell 3, the non-Chaebol firm engages in direct competition with a Chaebol. In Cell 4, the non-Chaebol firm targets an unserved part of the market with an innovative product or service. The four selected cases such as E.Rae Electronics Industry Company (Co-exister), Intops (Supplier), Pantech (Competitor) and Humax (Niche Player) are analyzed to provide each strategy with richer insights. Following propositions are generated based upon our conceptual framework: Proposition 1: Non-Chaebol firms that have a cooperative relationship with a Chaebol will perform better than firms that do not. Proposition 1a; Co-existers will perform better than Competitors. Proposition 1b: Partners (suppliers or complementors) will perform better than Niche players. Proposition 2: Firms that have no product similarity with a Chaebol will perform better than firms that have product similarity. Proposition 2a: Partners (suppliers or complementors) will perform better than Co.existers. Proposition 2b: Niche players will perform better than Competitors. Proposition 3: Niche players should perform better than Co-existers. Proposition 4: Performance can be rank.ordered in descending order as Partners, Niche Players, Co.existers, Competitors. A team of experts was constituted to categorize each of these 216 non-Chaebol companies into one of the 4 cells in our typology. Simple Analysis of Variance (ANOVA) in SPSS statistical software was used to test our propositions. Overall findings are that it is better to have a cooperative relationship with a Chaebol and to offer products or services differentiated from a Chaebol. It is clear that the only profitable strategy, on average, to compete against the Chaebol is to be a partner (supplier or complementor). Competing head on with a Chaebol company is a costly strategy not likely to pay off for a non-Chaebol firm. Strategies to avoid head on competition with the Chaebol by serving niche markets with differentiated products or by serving the low-end of the market ignored by the Chaebol are better survival strategies. This paper illustrates that there are ways in which small and medium Korean non-Chaebol firms can thrive in a Chaebol environment, though not without risks. Using different combinations of competition and cooperation firms may choose particular positions along the product similarity and cooperative relationship dimensions to develop their competitive strategies-co-exister, competitor, partner, niche player. Based on our exploratory case-study analysis, partner seems to be the best strategy for non-Chaebol firms while competitor appears to be the most risky one. Niche players and co-existers have intermediate performance, though the former do better than the latter. It is often the case with managers of small and medium size companies that they tend to view market leaders, typically the Chaebol, with rather simplistic assumptions of either competition or collaboration. Consequently, many non-Chaebol firms turn out to be either passive collaborators or overwhelmed competitors of the Chaebol. In fact, competition and collaboration are not mutually exclusive, and can be pursued at the same time. As suggested in this paper, non-Chaebol firms can actively choose to compete and collaborate, depending on their environment, internal resources and capabilities.

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A debate between Eternalism and Temporalism focused on Anaphoric 'that' argument (대용어적 '그것' 논증을 둘러싼 영원주의와 일시주의 사이의 논쟁에 대하여)

  • Choi, Dongho
    • Korean Journal of Logic
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    • v.19 no.3
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    • pp.401-435
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    • 2016
  • Can a proposition that a sentence like "It is raining" represents be sometimes itself? or is it always ? This is known as the debate between Eternalism and Temporalism and belongs to the sub-category of the wider debate between Classical Propositionalism and Non-classical Propositionalism. Regarding this matter, Cappelen and Hawthorne(2009), supporting Eternalism[Classical Propositionalism], raise interesting objection to anaphoric 'that' argument that is one of the famous arguments supporting Temporalism. In this paper, I try to show how difficult it is to advocate Classical Propositionalism by refuting what Cappelen and Hawthorne claim.

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On a Question of Closed Maps of S. Lin

  • Chen, Huaipeng
    • Kyungpook Mathematical Journal
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    • v.50 no.4
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    • pp.537-543
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    • 2010
  • Let X be a regular $T_1$-space such that each single point set is a $G_{\delta}$ set. Denot 'hereditarily closure-preserving' by 'HCP'. To consider a question of closed maps of S. Lin in [6], we improve some results of Foged in [1], and prove the following propositions. Proposition 1. $D\;=\;\{x{\in}X\;:\;\mid\{F{\in}\cal{F}:x{\in}F\}\mid{\geq}{\aleph}_0\}$ is discrete and closed if $\cal{F}$ is a collection of HCP. Proposition 2. $\cal{H}\;=\;\{{\cup}\cal{F}'\;:\;F'$ is an fininte subcolletion of $\cal{F}_n\}$ is HCP if $\cal{F}$ is a collection of HCP. Proposition 3. Let (X,$\tau$) have a $\sigma$-HCP k-network. Then (X,$\tau$) has a $\sigma$-HCP k-network F = ${\cup}_n\cal{F}_n$ such that such tat: (i) $\cal{F}_n\;\subset\;\cal{F}_{n+1}$, (ii) $D_n\;=\;\{x{\in}X\;:\;\mid\{F{\in}\cal{F}_n\;:\;x{\in}F\}\mid\;{\geq}\;{\aleph}_0\}$ is a discrete closed set and (iii) each $\cal{F}_n$ is closed to finite intersections.