allometric growth 中文意思是什麼

allometric growth 解釋
異速生長
  • allometric : 異速生長的
  • growth : n. 1. 生長,成長,發育,發展。2. 栽培,培養。3. 生長物,產物;【醫學】瘤,贅生物。4. 【經濟學】(資本價值與收益的)預期增長。
  1. These exponential or logarithmic relationship, that characterize harmonious growth with changing proportions, are termed "allometric".

    作為比例有變化的協調增長這些指數或對數關系被標為「開度量」關系。
  2. The law of allometric growth and theoretical foundation of several suburbanization models

    異速生長定律與城市郊區化的分維刻畫
  3. Urban system ; urbanization ; allometric growth ; fractal dimension ; henan cities of china

    城市體系城鎮化異速生長分維河南城市
  4. The spatial complexity of the law of allometric growth and urban population density

    城市密度分佈與異速生長定律的空間復雜性探討
  5. Can be calculated. going a step further, it is possible to analyse cities and systems of cities and predict the course of regional urbanization by means of integrating the allometric growth models and the rs data into geographical information systems. allometric analyses of the urban system of henan, china, are made as examples to show how to use the models advanced in the paper

    將城市人口-城區面積異速生長模型由城市動態相似分析和城市體系的幾何測度分析推廣到城市體系總量的動態相似分析,並據此建立了城鎮化水平預測模型,然後以河南省的城市為例說明了有關模型的應用方法,為實現基於rs數據的城市系統地理信息分析和區域城鎮化進程的空間監測拓展了思路。
  6. All the contents are developed around a set of scaling laws taking the form of exponentials which relate to almost all the issues of complexity including fractals, chaos, strange attractors, localization, and symmetry breaking, etc. the main work can be summarized as follows : starting from the law of allmetric growth three fractal dimensions in a broad sense are derived, and according to these dimensions, geographical space is divided into three levels, i. e., real space, phase space, and order space, each of which corresponds to a kind of dimension. based on the idea of spatial disaggregation and using the rmi ( relationship - mapping - reversion ) principle, the urban system is formulated as three scaling laws of the three spaces, including number law, size law, and area law, which can be transformed into a set of power laws such as allometric law and zipf ’ s law associated with fractal structure

    從異速生長律的縱向、橫向和切向三個角度將地理空間劃分為實空間、相空間和序空間,分別對應于空間系列、時間序列和等級序列三個層面,每個層面的測度各有自己的空間維度。基於「空間循環細分-等級體系-網路結構」的數理等價關系,利用rmi (關系-映射-反演)原則,成功地實現了城市系統宏觀模型的理論抽象,將空間復雜性問題表徵為簡單的指數式標度定律(包括數量律、規模律和尺度律) ,這一組標度律可以與一組冪次定律(包括具有分形性質的規模-數目律、異速生長定律和三參數zipf定律)互為變換。
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