نتایج جستجو برای: value framework
تعداد نتایج: 1158572 فیلتر نتایج به سال:
In the context of smart cities, data-driven innovation and digital transformation have received increasing attention from practitioners academics. The data-centric nature city transformations highlights essential role urban data platform (UDP) to manage large heterogeneous sets facilitate interaction among providers users in a ecosystem. To realize value creation through UDP, comprehensive unde...
This study seeks to deconstruct the multidimensionality of Interactive Value Formation (IVF) process within complex and prolonged Technology-Based Self-Services (TBSSs). Building on practice theory Service Dominant logic, this framework sheds light complexity practice-based resource integration processes IVF process. The findings demonstrate firstly, how can result in both value co-creation co-...
We introduce a special family of (assumption-based argumentation) frameworks for reasoning about the bene ts of decisions. These frameworks can be used for representing the knowledge of intelligent agents that can autonomously choose the \best" decisions, given subjective needs and preferences of decision-makers they \represent". We understand \best" decisions as dominant ones, giving more bene...
Preferences between different alternatives (products, decisions, agreements etc.) are often based on multiple criteria. Qualitative Preference Systems (QPS) is a formal framework for the representation of qualitative multi-criteria preferences in which a criterion’s preference is defined based on the values of attributes or by combining multiple subcriteria in a cardinality-based or lexicograph...
Let K be a complete discrete valuation field with finite residue field F of order q. We call such a field a local field. The geometric Frobenius FrF is the inverse of the map a 7→ a in the absolute Galois group GF = Gal(F̄ /F ). The Weil group WK is defined as the inverse image of the subgroup 〈FrF 〉 ⊂ GF by the canonical map GK = Gal(K̄/K) → GF . For a scheme XK of finite type over K, the l-adic...
A recent extension to Dung’s argumentation framework allows for arguments to express preferences between other arguments. Value based argumentation can be formalised in this extended framework, enabling meta-level argumentation about the values that arguments promote, and the orderings on these values. In this paper, we show how extended frameworks integrating meta-level reasoning about values ...
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