• Title/Summary/Keyword: infix

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A Study on the mathematical notation of expression in terms of skipping the parenthesis (괄호 생략 관점에서 식의 표기에 관한 고찰)

  • Kim, Chang Su;Kang, Jeong Gi
    • Journal of the Korean School Mathematics Society
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    • v.19 no.1
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    • pp.1-19
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    • 2016
  • This study investigated the mathematical notation used today in terms of skip ping the parenthesis. At first we have studied the elementary and secondary curriculum content related to omitted rules. As a result, it is difficult to find explicit evidence to answer that question 'What is the calculation of the $48{\div}2(9+3)$?'. In order to inquire the notation fundamentally, we checked the characteristics on prefix, infix and postfix, and looked into the advantages and disadvantages on infix. At the same time we illuminated the development of mathematical notation from the point of view of skipping the parenthesis. From this investigation, we could check that this interpretation was smooth in the point of view that skipping the parentheses are the image of the function. Through this we proposed some teaching methods including 'teaching mathematical notation based on historic genetic principle', 'reproduction of efforts to overcome the disadvantages of infix and understand the context to choose infix', 'finding the omitted parentheses to identify the fundamental formula' and 'specifying the viewpoint that skipping the multiplication notation can be considered as an image of the function'.

Schm Constructions within Optimality Theory

  • Yu, Sihyeon
    • Korean Journal of English Language and Linguistics
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    • v.2 no.3
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    • pp.431-469
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    • 2002
  • The main purpose of this paper is to present data about schm constructions in English and to examine them within the framework of Optimality Theory. American people sometimes reduplicate a word in deprecation using a prefix schm- or shm-, as in fancy-shmancy, and old-shmold. In these data, reduplicants surface as a copy of the whole word except the onset of the first syllable, which is replaced with schm. My data include some examples where the onset of the second syllable, not the first syllable, within the word reduplication is deleted and replaced with fixed segmentism schm, which seems to be infix rather than prefix. Above all, this study presents concrete evidence for the existence and function of ‘syllable’ and ‘foot’ known as prosodic categories by examining schm reduplication. Such extensions of schm-reduplcation also make predictions about types of outputs corresponding to their inputs.

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Combination of Anterior and Posterior Subcutaneous Internal Fixation for Unstable Pelvic Ring Injuries: The "Hula Hoop Technique"

  • Balbachevsky, Daniel;Pires, Robinson Esteves;Sabongi, Rodrigo Guerra;Lins, Theophilo Asfora;Carvalho, Geiser de Souza;Fernandes, Helio Jorge Alvachian;Reis, Fernando Baldy dos
    • Journal of Trauma and Injury
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    • v.32 no.1
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    • pp.51-59
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    • 2019
  • Unstable pelvic ring lesions are usually treated with internal fixation. In patients presenting clinical instability or soft tissue complication risk, external fixation is a safe treatment option. However, pin tract infection, insufficient biomechanical properties, difficulty sitting and changing decubitus are important drawbacks related to the treatment. The present study reports the association of anterior and posterior subcutaneous internal fixation by applying spine-designed implants on the pelvic ring disruption: supra-acetabular pedicle screws with an interconnecting rod (Infix), plus posterior transiliac fixation with the same system, which the authors have named the "Hula Hoop Technique".

Simplification of Boundary Representation Models Based on Stepwise Volume Decomposition (단계적 볼륨분해에 기반한 경계표현 모델의 단순화)

  • Kim, Byung Chul;Mun, Duhwan
    • Transactions of the Korean Society of Mechanical Engineers A
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    • v.37 no.10
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    • pp.1305-1313
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    • 2013
  • In this study, a method to apply feature-based simplification to boundary representation models is proposed. For feature-based simplification, a volume decomposition tree is created from a boundary representation model. The volume decomposition tree is represented by regularized Boolean operations of additive volumes, subtractive volumes, and fillet/round/chamfer volumes, and it is generated by stepwise volume decomposition, which consists of fillet/round/chamfer decomposition, wrap-around decomposition, volume split decomposition, and cell-based decomposition. After the volume decomposition tree is transformed to an infix expression, the CAD model can be simplified by reordering the volumes. To verify the proposed method, a prototype system was implemented, and experiments on test cases were conducted. From the results of the experiments, it is verified that the proposed method is useful for simplifying CAD models based on boundary representation.