منابع مشابه
The Power of Compromise
We study a concept in multicriteria optimization called compromise solutions (introduced in 1973 by Yu [20]) and a generalized version of this, termed reference point solutions. Our main result shows the power of this concept: Approximating reference point solutions is polynomially equivalent to constructing an approximate Pareto set as in [16]. A reference point solution is the solution closes...
متن کاملanalysis of power in the network society
اندیشمندان و صاحب نظران علوم اجتماعی بر این باورند که مرحله تازه ای در تاریخ جوامع بشری اغاز شده است. ویژگیهای این جامعه نو را می توان پدیده هایی از جمله اقتصاد اطلاعاتی جهانی ، هندسه متغیر شبکه ای، فرهنگ مجاز واقعی ، توسعه حیرت انگیز فناوری های دیجیتال، خدمات پیوسته و نیز فشردگی زمان و مکان برشمرد. از سوی دیگر قدرت به عنوان موضوع اصلی علم سیاست جایگاه مهمی در روابط انسانی دارد، قدرت و بازتولید...
15 صفحه اولA power-weighted variant of the EU27 Cambridge Compromise
The Cambridge Compromise composition of the European Parliament allocates five base seats to each Member State’s citizenry, and apportions the remaining seats proportionately to population figures using the divisor method with rounding upwards and observing a 96 seat capping. The power-weighted variant avoids the capping step, proceeding instead by a progressive non-linear downweighting of the ...
متن کاملThe Fourth Power Moment of the Double Zeta-function
We prove the fourth power moment of the Euler–Zagier type double zeta-function ζ2(s1, s2) and provide an improvement on the Ω results of Kiuchi, Tanigawa, and Zhai. We also calculate the double integral under certain conditions.
متن کاملPower and non-power expansions of the solutions for the fourth-order analogue to the second Painlevé equation
Fourth order analogue to the second Painlevé equation is studied. This equation has its origin in the modified Korteveg de Vries equation of the fifth order when we look for its self similar solution. All power and non power expansions of the solutions for the fouth order analogue to the second Painlevé equation near points z = 0 and z = ∞ are found by means of the power geometry method. The ex...
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ژورنال
عنوان ژورنال: Science
سال: 1955
ISSN: 0036-8075,1095-9203
DOI: 10.1126/science.122.3181.1165