• 제목/요약/키워드: Disequilibrium Dynamics

검색결과 5건 처리시간 0.027초

고전학파 2부문 불균형동학 모형 (A classical two sector disequilibrium model of distribution and growth cycles with no long-period equilibrium)

  • 이상헌
    • 사회경제평론
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    • 제38호
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    • pp.51-83
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    • 2012
  • 다수의 상품이 생산되는 경제에서 스라파(Sraffa) 균형가격 조건과 균제성장 및 상품시장 균형 조건이 성립하는 경우를 생각하자. 이 모형에서 임금율 결정식과 투자함수를 동시에 부여하면 전체 경제는 과잉결정 되며 균형이 존재하지 않는다. 본 연구는 이 과잉결정 현상을 불균형 상태로 해석하고, 불균형상태에서 실현되는 임금율과 자본축적률이 각각의 동학식을 따라 결정되는 것으로 해석한다. 그리고 이 해석의 유효성을 주장하기 위하여 전체 경제에 대한 단순한 동학모형을 구축하고, 임금율과 자본축적률의 동학경로를 분석한다. 본 연구의 동학모형은 로카-볼테라 식체계의 구성조건을 만족하며, 따라서 전체 경제의 성장경로는 내생적으로 순환변동하는 경로를 따라 결정된다.

Comparative assessment of the effective population size and linkage disequilibrium of Karan Fries cattle revealed viable population dynamics

  • Shivam Bhardwaj;Oshin Togla;Shabahat Mumtaz;Nistha Yadav;Jigyasha Tiwari;Lal Muansangi;Satish Kumar Illa;Yaser Mushtaq Wani;Sabyasachi Mukherjee;Anupama Mukherjee
    • Animal Bioscience
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    • 제37권5호
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    • pp.795-806
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    • 2024
  • Objective: Karan Fries (KF), a high-producing composite cattle was developed through crossing indicine Tharparkar cows with taurine bulls (Holstein Friesian, Brown Swiss, and Jersey), to increase the milk yield across India. This composite cattle population must maintain sufficient genetic diversity for long-term development and breed improvement in the coming years. The level of linkage disequilibrium (LD) measures the influence of population genetic forces on the genomic structure and provides insights into the evolutionary history of populations, while the decay of LD is important in understanding the limits of genome-wide association studies for a population. Effective population size (Ne) which is genomically based on LD accumulated over the course of previous generations, is a valuable tool for e valuation of the genetic diversity and level of inbreeding. The present study was undertaken to understand KF population dynamics through the estimation of Ne and LD for the long-term sustainability of these breeds. Methods: The present study included 96 KF samples genotyped using Illumina HDBovine array to estimate the effective population and examine the LD pattern. The genotype data were also obtained for other crossbreds (Santa Gertrudis, Brangus, and Beefmaster) and Holstein Friesian cattle for comparison purposes. Results: The average LD between single nucleotide polymorphisms (SNPs) was r2 = 0.13 in the present study. LD decay (r2 = 0.2) was observed at 40 kb inter-marker distance, indicating a panel with 62,765 SNPs was sufficient for genomic breeding value estimation in KF cattle. The pedigree-based Ne of KF was determined to be 78, while the Ne estimates obtained using LD-based methods were 52 (SNeP) and 219 (genetic optimization for Ne estimation), respectively. Conclusion: KF cattle have an Ne exceeding the FAO's minimum recommended level of 50, which was desirable. The study also revealed significant population dynamics of KF cattle and increased our understanding of devising suitable breeding strategies for long-term sustainable development.

Simulation of Cardiovascular System for an Optimal Sodium Profiling in Hemodialysis

  • Lim, K.M.;Min, B.G.;Shim, E.B.
    • International Journal of Vascular Biomedical Engineering
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    • 제2권2호
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    • pp.16-26
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    • 2004
  • The object of this study is to develop a mathematical model of the hemodialysis system including the mechanism of solute kinetics, water exchange and also cardiovascular dynamics. The cardiovascular system model used in this study simulates the short-term transient and steady-state hemodynamic responses such as hypotension and disequilibrium syndrome (which are main complications to hemodialysis patients) during hemodialysis. It consists of a 12 lumped-parameter representation of the cardiovascular circulation connected to set-point models of the arterial baroreflexes, a kinetic model (hemodialysis system model) with 3 compartmental body fluids and 2 compartmental solutes. We formulate mathematically this model in terms of an electric analog model. All resistors and most capacitors are assumed to be linear. The control mechanisms are mediated by the information detected from arterial pressoreceptors, and they work on systemic arterial resistance, heart rate, and systemic venous unstressed volume. The hemodialysis model includes the dynamics of urea, creatinine, sodium and potassium in the intracellular and extracellular pools as well as fluid balance equations for the intracellular, interstitial, and plasma volumes. Model parameters are largely based on literature values. We have presented the results on the simulations performed by changing some model parameters with respect to their basal values. In each case, the percentage changes of each compartmental pressure, heart rate (HR), total systemic resistance (TSR), ventricular compliance, zero pressure filling volume and solute concentration profiles are represented during hemodialysis.

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혈액투석 중 심혈관계 응답의 수치적 연구 (Simulation Study of Cardiovascular Response to Hemodialysis)

  • 임기무;민병구;고형종;심은보
    • 한국정밀공학회:학술대회논문집
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    • 한국정밀공학회 2004년도 추계학술대회 논문집
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    • pp.1236-1239
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    • 2004
  • The object of this study is to develop a model of the cardiovascular system capable of simulating the short-term transient and steady-state hemodynamic responses such as hypotention and disequilibrium syndrome during hemodialysis or hemofiltration. The model consists of a closed loop 12 lumped-parameter representation of the cardiovascular circulation connected to set-point models of the arterial and cardiopulmonary baroreflexes and 3 compartmental body fluid and solute kinetic model. The hemodialysis model includes the dynamics of sodium, urea, and potassium in the intracellular and extracellular pools, fluid balance equations for the intracellular, interstitial, and plasma volumes. We have presented the results of many different simulations performed by changing a few model parameters with respect to their basal values.

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복잡계 패러다임의 특성과 전망 (Nature and Prospect of Complexity Paradigm)

  • 김문조
    • 과학기술학연구
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    • 제3권2호
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    • pp.1-27
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    • 2003
  • 이 논문은 최근 자연과학 분야에서는 물론이요 사회과학과 더불어 인문예술 영역에 이르는 방대한 학문 영역에서 영향력을 행사하고 있는 복잡계 패러다임의 특성과 전망을 고찰하고자 한 것이다. 흔히 '전체론적 세계관'이라든가 '심층생태학적 관점' 등으로 대변되는 복잡성 패러다임은 개방체계적 사고의 연장선상에 위치한 것으로서, 일차적으로는 개방성, 성장성, 가형성, 否(부)의 엔트로피, 적극적 환류, 자기규제성, 자기목적성, 등종착성과 같은 개방체계적 속성을 함유한다. 그러나 지난 20여 년간 학제적 경계를 초월해 활발히 진전된 복잡계론은 종전의 개방체계론적 논의 수준을 넘어서는 새로운 착상이나 증거를 지속적으로 축적해 온 바, 여기서는 (1) 복잡계 이론이 형성되고 발전되어온 전개과정을 간략히 개관하고, (2) 비평형성, 비선형성, 소산구조 자기조직성, 프랙탈 기하학, 자동생산성 및 공진화와 같은 복잡계의 주요 특성들을 논의하며, (3) 니클라스 루만의 체계이론을 사례로 복잡계 패러다임의 사회과학적 적용을 검토한 후, (4) 복잡계 패러다임의 함의와 전망을 진단해 보고자 한다.

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