미래 한국의 기초는 신뢰, 도덕적 원칙, 개인적 자율, 상호주의, 공평성이라는 도덕적 패러다임을 중심으로 구축되어야 한다고 이야기 한다. 이를 위해서 이 책에 참여한 사회학자들은 일상생활에서 우리가 규범을 따르는 이류하는 아주 간단한 원리에서부터 기업경영의 성패, 패륜적 범죄, 여성문제에서의 도덕, 과학윤리, 시민문화, 시장경제에서의 도덕성까지 사회 전반의 문제를 매우 현실적 사례와 함께 다루고 있다. 그리고 사회를 이해하는 핵심 코드가 바로 도덕이며, 미래 한국사회의 경쟁력도 도덕이 제공할 수 있다고 역설한다.

001. 생명보다 귀한 것은 없다 002. '나'의 인격은 가정에서 만들어진다 003. 사회윤리는 가정 윤리의 확장이다 004. 도의 정신 없이는 역사 의식도 없다 005. 현대 사회에서 유가의 윤리는 사라졌는가 006. 동양의 윤리를 다시 보자.

This paper examines Alfred Schutz’s insights on types and typification. Beginning with a brief overview of the history and meaning of typification in interpretive sociology, the paper further addresses both the ubiquity and the necessity of typification in social life and scientific method. Schutz’s contribution itself is lacking in empirical application and grounding, but examples are provided of ongoing empirical research which advances the understanding of types and typification. As is suggested by illustrations from scholarship in the social studies of (...) social science, studies of social identity associated with membership categorization analysis, and constructionist social problems theory, typification can be found to be central to social research whether it is taken up as a largely unacknowledged resource or whether it is addressed by different names. The overview and illustrations suggest the continuing, widespread, and indeed foundational relevance of Schutz’s insights into types and typification. (shrink)

An incoherent feed‐forward loop (FFL) is one of the most‐frequently observed motifs in biomolecular regulatory networks. It has been thought that the incoherent FFL is designed simply to induce a transient response shaped by a ‘fast activation and delayed inhibition’. We find that the dynamics of various incoherent FFLs can be further classified into two types: time‐dependent biphasic responses and dose‐dependent biphasic responses. Why do the structurally identical incoherent FFLs play such different dynamical roles? Through computational studies, we show that (...) the dynamics of the two types of incoherent FFLs are mutually exclusive. Following from further computational results and experimental observations, we hypothesize that incoherent FFLs have been optimally designed to achieve distinct biological function arising from different cellular contexts. Additional Supporting Information may be found in the online version of the article. BioEssays 30:1204–1211, 2008. © 2008 Wiley Periodicals, Inc. (shrink)

Cancer chemotherapy has been the most common cancer treatment. However, it has side effects that kill both tumor cells and immune cells, which can ravage the patient’s immune system. Chemotherapy should be administered depending on the patient’s immunity as well as the level of cancer cells. Thus, we need to design an efficient treatment protocol. In this work, we study a feedback control problem of tumor-immune system to design an optimal chemotherapy strategy. For this, we first propose a mathematical model (...) of tumor-immune interactions and conduct stability analysis of two equilibria. Next, the feedback control is found by solving the Hamilton–Jacobi–Bellman equation. Here, we use an upwind finite-difference method for a numerical approximate solution of the HJB equation. Numerical simulations show that the feedback control can help determine the treatment protocol of chemotherapy for tumor and immune cells depending on the side effects. (shrink)

Cover Photograph: Resolving developmental genetics in the fourth dimension: an illustration (by Kwang‐Hyun Cho himself) of the principle of dynamic network motifs in Drosophila development. Hitherto largely considered in terms of time‐invariant networks, drosophila development is viewed in the article by Man‐Sun Kim, Jeong‐Rae Kim, and Kwang‐Hyun Cho as the result of networks of gene interactions that change during the course of development. Using this paradigm, pivotal developmental events can be correlated with particular changes from one constellation of (...) gene interactions to a different one, and the method allows the identification of certain network motifs that are not identifiable using static approaches. Features article: “Dynamic network rewiring determines temporal regulatory functions in the Drosophila melanogaster development processes”, see pages 505 – 513. (shrink)

Through a wide-ranging international collection of papers, this volume provides theoretical and historical insights into the development and application of phenomenological sociology and ethnomethodology and offers detailed examples of research into social phenomena from these standpoints. All the articles in this volume join together to testify to the enormous efficacy and potential of both phenomenological sociology and ethnomethodology.

The identification of network motifs has been widely considered as a significant step towards uncovering the design principles of biomolecular regulatory networks. To date, time‐invariant networks have been considered. However, such approaches cannot be used to reveal time‐specific biological traits due to the dynamic nature of biological systems, and hence may not be applicable to development, where temporal regulation of gene expression is an indispensable characteristic. We propose a concept of a “temporal sequence of network motifs”, a sequence of network (...) motifs in active sub‐networks constructed over time, and investigate significant network motifs in the active temporal sub‐networks of Drosophila melanogaster. Based on this concept, we find a temporal sequence of network motifs which changes according to developmental stages and thereby cannot be identified from the whole static network. Moreover, we show that the temporal sequence of network motifs corresponding to each developmental stage can be used to describe pivotal developmental events. (shrink)

Cellular circuits have positive and negative feedback loops that allow them to respond properly to noisy external stimuli. It is intriguing that such feedback loops exist in many cases in a particular form of coupled positive and negative feedback loops with different time delays. As a result of our mathematical simulations and investigations into various experimental evidences, we found that such coupled feedback circuits can rapidly turn on a reaction to a proper stimulus, robustly maintain its status, and immediately turn (...) off the reaction when the stimulus disappears. In other words, coupled feedback loops enable cellular systems to produce perfect responses to noisy stimuli with respect to signal duration and amplitude. This suggests that coupled positive and negative feedback loops form essential signal transduction motifs in cellular signaling systems. BioEssays 29: 85–90, 2007. © 2006 Wiley Periodicals, Inc. (shrink)