Towards an Advanced Modelling of Complex Economic Phenomena: Pretopological and Topological Uncertainty Research Tools (Studies in Fuzziness and Soft Computing)
暫譯: 朝向複雜經濟現象的進階建模:前拓撲與拓撲不確定性研究工具(模糊性與軟計算研究)
Jaime Gil Aluja, Anna M. Gil-Lafuente
- 出版商: Springer
- 出版日期: 2011-11-06
- 售價: $6,780
- 貴賓價: 9.5 折 $6,441
- 語言: 英文
- 頁數: 276
- 裝訂: Hardcover
- ISBN: 364224811X
- ISBN-13: 9783642248115
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商品描述
Little by little we are being provided with an arsenal of operative instruments of a non-numerical nature, in the shape of models and algorithms, capable of providing answers to the “aggressions” which our economics and management systems must withstand, coming from an environment full of turmoil.
In the work which we are presenting, we dare to propose a set of elements from which we hope arise focuses capable of renewing those structures of economic thought which are upheld by the geometrical idea.
The concepts of pretopology and topology, habitually marginalized in economics and management studies, have centred our interest in recent times. We consider that it is not possible to conceive formal structures capable of representing the Darwinism concept of economic behaviour today without recurring to this fundamental generalisation of metric spaces.
In our attempts to find a solid base to the structures proposed for the treatment of economic phenomena, we have frequently resorted to the theory of clans and the theory of affinities with results which we believe to be satisfactory. We would like to go further, establishing, if possible, the connection between their axiomatics at the same time as developing some uncertain pretopologies and topologies capable of linking previously unconnected theories, at the same time easing the creation of other new theories.
商品描述(中文翻譯)
逐漸地,我們獲得了一系列非數值性質的操作工具,這些工具以模型和演算法的形式出現,能夠對我們的經濟和管理系統所面臨的來自動盪環境的“攻擊”提供解答。
在我們所呈現的工作中,我們大膽地提出一組元素,希望能夠產生出能夠更新那些以幾何概念為支撐的經濟思想結構的焦點。
預拓撲(pretopology)和拓撲(topology)的概念,通常在經濟學和管理學研究中被邊緣化,最近引起了我們的興趣。我們認為,今天不可能構思出能夠代表達爾文主義(Darwinism)經濟行為概念的正式結構,而不依賴於這一度量空間的基本概念化。
在我們試圖為經濟現象的處理所提出的結構尋找堅實基礎的過程中,我們經常借助於宗族理論(theory of clans)和親和力理論(theory of affinities),並取得了我們認為令人滿意的結果。我們希望能進一步建立這些理論的公理之間的聯繫,同時發展一些不確定的預拓撲和拓撲,能夠將先前未連結的理論聯繫起來,並促進其他新理論的創建。