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Against Roland Barthes. Why Ibsen’’s ＂A Doll’’s House＂ is Not a Feminist Text, but a Humanist one

為了解決Roland CUBE的問題，作者Manasseh, Cyrus 這樣論述：

Polemic Paper from the year 2016 in the subject Theater Studies, Dance, language: English, abstract: Right from its first performance Ibsen's play has been misunderstood. From early on, "A Doll's House" until recently, (when it began to be used mostly as a vehicle for feminism and what had been call

ed the 'woman question'), has not always been popular and a number of criticisms and misunderstandings have plagued it. Many had commented on the fact that within the society, during the time the play was set, that women were made to stay home and take care of the children and support their husbands

and that it would be a travesty if they left all of this in order to pursue self-fulfillment. Yet more recently, its popularity has seemed to have steadily increased. Today, copiously commensurate with Roland Barthes's 1967 dictum and theory that the author is dead, -(heralding the fact that real f

ixed 'meaning' itself is dead and that texts are constructed out of precariously grouped citations which therefore allow unlimited and arbitrary open-ended interpretations to proliferate in spite of the author of the work's original intent), today's unfitting feminism has taken this up in further at

tempts to achieve greater power and freedom. The problem is that although Ibsen stated that he wrote the play to reflect humanist issues, in much of today's culture, unfitting feminist interpretations which aim to rewrite the meaning of the play still abound. Cyrus Manasseh is a novelist, essayist

, philosopher, historian and was a musician before he also took up writing. He teaches in universities and privately as a higher education consultant. He is an international scholar and has presented his ideas in a number of countries. Prof. Cyrus Manasseh PhD is also a Freelance Researcher and auth

or of books ’The Lead Guitarist’; ’The Island Library’; and ’The Problematic of Video Art in the Museum 1968-90’. He is also author of numerous essays and scientific articles in the field of art history, film, architecture, video, museums, evolving media and theatre-drama. His published essays and a

rticles include: The Art Museum in the 19th Century J. J. Winckelmann’s Influence on the Establishing of the Classical Paradigm of the Art Museum; Art without the Aesthetics? Defining Conceptual & Post-Conceptual Practices’; ’From Passive White Cube Viewer to Active Black Cube User: Tracking Changes

in Museum Environments via Installation Art (Analogue to Digital 1968-2008)’; ’Art, Language & Machines: Marcel Duchamp, Francis Picabia & Raymond Roussel’ and many others. He has presented his research at international academic forums which include those in London, Sydney, Perth, Venice, Prague an

d Harvard where he was session chair and has lectured and has taught extensively in Australian Universities. He was a finalist for the International Award for Excellence in the Constructed Environment Journal Writers Award Annual Prize for the academic essay ’An Inquiry into the Design and the Aesth

etics of the Venice Biennale Pavilions and Film’. His novel ’The Lead Guitarist’ is currently published on Amazon.

Roland CUBE進入發燒排行的影片

量詞布林公式: 演算法、應用、與隨機量詞延伸

為了解決Roland CUBE的問題，作者杜冠樺 這樣論述：

量詞布林可滿足性 (Quantified Boolean satisfiability, QSAT) 是許多判定性問題很自然的表達，卻尚未有突破性解法可用於成熟的工業應用上。最近在量詞布林公式 (quantified Boolean formula, QBF) 的證明系統上的進展，銳化了我們對其複雜性的理解並顯露出一道改良求解器的光。某些基於公式展開法 (formula expansion) 的QBF求解器，在理論與實際上展現出相較非公式展開法求解器的更強大求解能力。然而，遞迴地展開苦惱於指數級的公式爆炸，仍需要小心處理。我們提出了一個基於階層式帶有公式展開法風味的QBF求解器。使用了新的基

於電路結構重建、完整或部分地全滿足性學習、核心展開、有限度遞迴的學習技術及其他方法去控制因公式展開帶來的公式爆炸。實驗顯示，我們的求解器原型與當代求解器有可比性，並在某些項目表現更佳。在實際應用上，我們對兩種不同的問題，分別提出了基於 SAT 求解與 QBF 求解的新方法。第一個問題是解碼器合成。編碼與解碼在資料處理上是很常見的行為。手動設計編碼器與解碼器難以避免錯誤及時間耗費。雖然已有良好的程序可從編碼器規範自動合成解碼器，但之前的方法只限定於無初始化的編碼器，其解碼器無法依賴於該編碼器的完整運行歷史。此解碼器存在條件無謂地過強，因為編碼器通常會被初始化於某些初始化狀態。我們展現了如何實際地

合成有初始化狀態的解碼器。實驗結果顯示了優於先前方法能力且有效的解碼器合成法。第二個問題是歸航序列 (Homing sequence) 導出。歸航序列導出在非確定性有限狀態機 (nondeterministic finite state machine, NFSM)的軟硬體系統測試與驗證中，有很重要的應用。不同於先前方法基於顯性樹搜尋，我們將歸航序列導出表示成QBF求解問題。此種表示方法利用緊湊的電路表達 NFSM 及歸航序列存在條件的QBF編碼，以達到有效的計算。隱性的電路表達有效地避免了顯性狀態列舉並且更加有可擴展性。我們探討了不同的編碼方式與QBF求解器在歸航序列導出的適用性。不同的計算

方法與測試基準實驗，顯示了我們方法的一般性與可行性。此外，我們延伸了 QBF 求解方法至隨機量詞，並且提出了一個新的演算法求解隨機布林可滿足性 (stochastic Boolean satisfiability, SSAT)問題。不同於之前基於 Davis-Putnam-Logemann-Loveland (DPLL) 搜尋的傳統SSAT演算法，我們的演算法將原方程式中的存在量詞消除，並改寫為只包含隨機量詞且滿足性機率相同的方程式。實驗的結果展現了此方法的可行性，但仍需要進一步的研究以解決在某些測試資料上的記憶體用量過大問題。