• Journal of Elementary Mathematics Education in Korea
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• v.12 no.2
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• pp.185-204
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• 2008

The purposes of this study are to analyze sentence structures of word problems suggested in educational math programs for the 2nd grade elementary students and error patterns in sentence interpretation, and examine how sentence structures influence on errors during sentence comprehension. Based on the results of the analysis on 168 word problems suggested in math textbooks for the 2nd grade elementary students and error patterns observed while 160 the 2nd grade elementary students attempted to solve math word problems, easy and simple vocabularies are repeatedly used in the sentence structures of word problems and specific real life materials such as fruits, books, the number of people and etc. were repeatedly used. 51.56% of errors in sentence interpretation observed was higher than 39.20% of calculation errors and backtracking operation, a length of sentences, the numbers used in questions and off were analyzed to be involved in the errors in interpretation. Therefore, it is very important to make word problems from a student's points of view rather than a teacher's point of view and the study suggests that teachers help students learn basic sentence interpretation skills.

• The KIPS Transactions:PartB
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• v.19B no.2
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• pp.135-148
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• 2012

This paper proposes a model for recognizing sentential paraphrases through Predicate-Argument Tuple (PAT)-based approximate alignment between two texts. We cast the paraphrase recognition problem as a binary classification by defining and applying various alignment features which could effectively express the semantic relatedness between two sentences. Experiment confirmed the potential of our approach and error analysis revealed various paraphrase patterns not being solved by our system, which can help us devise methods for further performance improvement.

• Education of Primary School Mathematics
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• v.19 no.2
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• pp.127-142
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• 2016

The purpose of this study was to examine the students' problem solving ability according to numeric expression and the semantic types of addition and subtraction word problems. For this, a research was to analyze the addition and subtraction calculation ability, word problem solving ability of the selected $2^{nd}$ grade(118) and 3rd grade(109) students. We got the conclusion as follows: When the students took the survey to assess their ability to solve the numerical expression and the word problems, the correct answer rates of the result unknown problems was larger than those of the change unknown problems or the start unknown problems. the correct answer rates of the change add-into situation was larger than those of the part-part-whole situation in the result unknown addition word problems: they often presented in text books. And, in the cases of the result unknown subtraction word problems that often presented in text books, the correct answer rates of the change take-away situation was the largest. It seemed probably because the students frequently experienced similar situations in the textbooks. We know that the formal calculation ability of the students was a precondition for successful word problem solving, but that it was not a sufficient condition for that.

• Communications of Mathematical Education
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• v.23 no.3
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• pp.599-624
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• 2009

The purpose of this study was to investigate the relationship between error types and Polya's problem solving process. For doing this, we selected 106 sophomore students in a middle school and gave them algebra word problem test. With this test, we analyzed the students' error types in solving algebra word problems. First, We analyzed students' errors in solving algebra word problems into the following six error types. The result showed that the rate of student's errors in each type is as follows: "misinterpreted language"(39.7%), "distorted theorem or solution"(38.2%), "technical error"(11.8%), "unverified solution"(7.4%), "misused data"(2.9%) and "logically invalid inference"(0%). Therefore, we found that the most of student's errors occur in "misinterpreted language" and "distorted theorem or solution" types. According to the analysis of the relationship between students' error types and Polya's problem-solving process, we found that students who made errors of "misinterpreted language" and "distorted theorem or solution" types had some problems in the stage of "understanding", "planning" and "looking back". Also those who made errors of "unverified solution" type showed some problems in "planing" and "looking back" steps. Finally, errors of "misused data" and "technical error" types were related in "carrying out" and "looking back" steps, respectively.

• Journal of Elementary Mathematics Education in Korea
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• v.13 no.2
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• pp.247-268
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• 2009

The purpose of this study was to examine the mathematical components of word problems and the structure of the components, to examine the characteristics of the understanding of mathematics high achievers about word problems, and ultimately to devise a teaching method geared toward facilitating learner understanding of the word problems. Given the findings of the study, the following conclusion was reached: First, word problems could be categorized according to their mathematical components, namely the mathematical structure of multiple variables provided to learners for their problem solving. And learner's reaction might hinge on the type of word problems. Second, the mathematics high achievers relied on diverse strategies to understand the mathematical components of word problems to solve the problems. The use of diverse strategies made it possible for them to succeed in problem solving. Third, identifying the characteristics of the understanding of the mathematics high achievers about word problems made it possible to layout successful lesson plans that stressed understanding of the mathematical structure of word problems. And the teaching plans enabled the learners to get a better understanding of the given word problems.

• Annual Conference on Human and Language Technology
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• 2021.10a
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• pp.532-535
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• 2021

다양한 SNS 플랫폼이 등장하고, 이용자 수가 급증함에 따라 온라인에서 얻을 수 있는 정보의 활용 가치가 높아지고 있다. 문장은 자연어 처리 시스템의 기본적인 단위이므로 주어진 문서로부터 문장의 경계를 인식하는 작업이 필수적이다. 공개된 문장 경계 인식기는 SNS 문서에서 좋은 성능을 보이지 않는다. 본 논문에서는 문어체로 구성된 일반 문서뿐 아니라 SNS 문서에서 사용할 수 있는 문장 경계 인식기를 제안한다. 본 논문에서는 SNS 문서에 적용하기 위해 다음과 같은 두 가지를 개선한다. 1) 학습 말뭉치를 일반문서와 SNS 문서 두 영역으로 확장하고, 2) 이모티콘을 사용하는 SNS 문서의 특징을 반영하는 어절의 유형을 자질로 추가하여 성능을 개선한다. 실험을 통해서 추가된 자질의 기여도를 분석하고, 또한 기존의 한국어 문장 경계 인식기와 제안한 모델의 성능을 비교·분석하였다. 개선된 모델은 일반 문서에서 99.1%의 재현율을 보이며, SNS 문서에서 88.4%의 재현율을 보였다. 두 영역 모두에서 문장 경계 인식이 잘 이루어지는 것을 확인할 수 있었다.

• Journal of Korean Home Economics Education Association
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• v.20 no.3
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• pp.215-230
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• 2008

Activity materials in textbook could facilitate students' oriented self-help learning. The purpose of this paper is to find out characteristics of activity materials in the housing area of middle school Technology and Home Economics and teacher's perception of them. The data were collected from 253 middle school teachers who had ever taught the housing unit in any of 6 textbooks. The results showed that the number of activity materials were differed by the characteristics of the materials such as type of materials, feature of non sentence materials, and type of activity, depend on authors as well as textbooks. In general, teachers interests in the materials were higher than those of students even the trends of the interests were the same. Adequacy of activity contents and related knowledge of teachers were higher than adequacy of level. Teachers thought time and extra search beyond class were barrier to full the interests of students. Further research is suggested to find out whether higher interests in the materials are related to the higher activating rate of them.

• Proceedings of the Korean Society for Information Management Conference
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• 2006.08a
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• pp.169-174
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• 2006

웹 상의 기사들의 종류를 보도, 기획/해설, 인터뷰/대담, 논설, 신변잡기로 나누어 자동요약을 위한 프레임을 작성하였다. 각 기사 프레임들은 글 구조적으로 분석되어 '사건, 상황, 연관, 과정, 원인, 결과, 결론, 전망, 방안, 평가 등'과 같은 문단 슬롯이 부여되었고 문단 슬롯은 다시 문장 슬롯으로 세분되었다. 'if-needed' 패싯으로 육하원칙인 '주체, 객체, 시간, 장소, 원인, 방법'을 택하였다. 슬롯이나 패싯의 실제값들을 추출 표현하는 과정에서 문구의 수사적 역할과 단어 최상위 범주 및 줄거리 단위를 참조하였다. 기사의 유형과 문단 및 문장 슬롯을 판별하기 위해서 유형 판별 규칙과 슬롯 판별 규칙을 구비하였다.

• Annual Conference on Human and Language Technology
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• 1992.10a
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• pp.503-510
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• 1992

복합어는 여러개의 단어가 하나의 의미론 나타내는 단어를 말한다. 이 논문에서는 번역시 구성단어들의 의미의 합이 아닌 다른 또 하나의 의미를 나타내는 단어를 대상으로 한다. 이러한 복합어는 구문해석 단계에서 많은 애매성의 원인이 되며, 유형에 따라 숙어 처럼 새로운 의미로 항상 같이 쓰이는 복합어와 복합어의 형성이 복잡하여 규칙으로서 단어를 이해할 필요가 있는 단어로 구분할 수 있다. 첫번째 유형은 단어의 형성이 단순하여 하나의 사전 엔트리로 등록될 수 있다. 이때 이들 복합어가 가지는 개별 어휘 규칙을 같이 사전에 등록하여 사전을 효과적 이용할 수 있다. 두번째 유형은 규칙에 의한 처리를 하여야 한다. 이러한 복합어에 대한 인식을 구문분석이전에 행함으로서 적은 노력으로 복합어로 인한 전체 문장의 애매성을 감소시키고, 문장내 단어의 수를 감소시킴으로서 전채 번역시스템의 효율을 증대하며, 복합어의 처리는 번역문을 자연스럽게 생성하는 데 큰 효과를 나타낸다.

• Annual Conference on Human and Language Technology
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• 2007.10a
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• pp.216-227
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• 2007

본고는 서로 다른 용어와 기준들로 일관성 없이 나열되어 있던 이전의 '-이나'의 의미 해석을 통합적으로 설명해 보고자 한다. 즉 특정한 양상 척도(개연성, 희구성, ${\ldots}$ 등)을 이용하여 '-이나'가 쓰인 맥락에 따라 척도 함축을 해석해 내고자 한다. 따라서 본고는 교착어의 특성을 가진 한국어의 특수조사(혹은 한정사) '-이나'의 함축 해석에서 척도의 유형을 분류함으로써 의미 해석과 형식화의 초석을 다지는 연구가 될 것이라고 기대한다. 먼저 '-(이)나'의 함축 해석에서 나타나는 척도의 유형에 대하여 논의하고자 한다. 따라서 '-(이)나'의 함축이 드러내는 척도들을 형식적으로'선형과 비선형'척도를 나누고 이러한 문장들이 들어내는 양상을 분류할 것이다. 둘째, 정대호 외(2002)에서 논의하고 있는 '~이나/도'가 분류사구와 결합한 문장이 화용론적인 개연성의 척도상에서 하한 값을 유발한다고 제안함에 따라, 본고는 양상을, 이러한 개연성의 척도를 포함한, '인식(진리, 원인, 지식, 평가), 의무(의지), 희구(기원)'의 3가지 양상으로 분류하고, 이에서 '-(이)나'가 유발하는 각각의 척도상의 함축을 기술할 것이다.