Results for 'filter theory'

970 found
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  1. Filtering Theories of Truth: Compositionality as a Criterion.Wang Wenfang - 2013 - Frontiers of Philosophy in China 8 (1):156-170.
  2.  11
    Filter spaces: towards a unified theory of large cardinal and embedding axioms.Arthur Apter, Carlos Diprisco, James Henle & William Swicker - 1989 - Annals of Pure and Applied Logic 41 (2):93-106.
  3.  42
    Emulation theory offers conceptual gains but needs filters.Catherine L. Reed, Jefferson D. Grubb & Piotr Winkielman - 2004 - Behavioral and Brain Sciences 27 (3):411-412.
    Much can be gained by specifying the operation of the emulation process. A brief review of studies from diverse domains, including complex motor-skill representation, emotion perception, and face memory, highlights that emulation theory offers precise explanations of results and novel predictions. However, the neural instantiation of the emulation process requires development to move the theory from armchair to laboratory.
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  4.  28
    Set theory with a Filter quantifier.Matt Kaufmann - 1983 - Journal of Symbolic Logic 48 (2):263-287.
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  5.  25
    Modal Aggregation and the Theory of Paraconsistent Filters.Peter Apostoli - 1996 - Mathematical Logic Quarterly 42 (1):175-190.
    This paper articulates the structure of a two species of weakly aggregative necessity in a common idiom, neighbourhood semantics, using the notion of a k-filter of propositions. A k-filter on a non-empty set I is a collection of subsets of I which contains I, is closed under supersets on I, and contains ∪{Xi ≤ Xj : 0 ≤ i < j ≤ k} whenever it contains the subsets X0,…, Xk. The mathematical content of the proof that weakly aggregative (...)
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  6. Filter spaces: towards a unified theory of large cardinal and embedding axioms BEIGEL, R., GASARCH, W. and OWINGS, J., Nondeterministic bounded query reducibilities. [REVIEW]A. Apter, C. Diprisco, J. Henle & W. Zwicker - 1989 - Annals of Pure and Applied Logic 41:299.
  7.  18
    On weak filters and ultrafilters: Set theory from (and for) knowledge representation.Costas D. Koutras, Christos Moyzes, Christos Nomikos, Konstantinos Tsaprounis & Yorgos Zikos - 2023 - Logic Journal of the IGPL 31 (1):68-95.
    Weak filters were introduced by K. Schlechta in the ’90s with the aim of interpreting defaults via a generalized ‘most’ quantifier in first-order logic. They arguably represent the largest class of structures that qualify as a ‘collection of large subsets’ of a given index set |$I$|⁠, in the sense that it is difficult to think of a weaker, but still plausible, definition of the concept. The notion of weak ultrafilter naturally emerges and has been used in epistemic logic and other (...)
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  8.  50
    Leibniz filters and the strong version of a protoalgebraic logic.Josep Maria Font & Ramon Jansana - 2001 - Archive for Mathematical Logic 40 (6):437-465.
    A filter of a sentential logic ? is Leibniz when it is the smallest one among all the ?-filters on the same algebra having the same Leibniz congruence. This paper studies these filters and the sentential logic ?+ defined by the class of all ?-matrices whose filter is Leibniz, which is called the strong version of ?, in the context of protoalgebraic logics with theorems. Topics studied include an enhanced Correspondence Theorem, characterizations of the weak algebraizability of ?+ (...)
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  9.  18
    Filtering Friendship through Phronesis: ‘One Thought too Many’?Kristján Kristjánsson - 2020 - Philosophy 95 (1):113-137.
    An adequate moral theory must – or so many philosophers have argued – be compatible with the attitudes and practical requirements of deep friendship. Bernard Williams suggested that the decision procedure required by both deontology and consequentialism inserts a fetishising filter between the natural moral motivation of any normal person to prioritise friends and the decision to act on it. But this injects ‘one thought too many’ into the moral reaction mechanism. It is standardly assumed that virtue ethics (...)
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  10.  40
    Leibniz filters revisited.Ramon Jansana - 2003 - Studia Logica 75 (3):305 - 317.
    Leibniz filters play a prominent role in the theory of protoalgebraic logics. In [3] the problem of the definability of Leibniz filters is considered. Here we study the definability of Leibniz filters with parameters. The main result of the paper says that a protoalgebraic logic S has its strong version weakly algebraizable iff it has its Leibniz filters explicitly definable with parameters.
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  11.  99
    Filter bubbles, Echo Chambers, and Online Communities.Hanna Gunn - 2021 - In Michael Hannon & Jeroen de Ridder (eds.), The Routledge Handbook of Political Epistemology. New York: Routledge. pp. 192-202.
    In Neal Stephenson’s fictional novel, Diamond Age (1995), the protagonist Nell acquires a prototype of what we might today recognise as a highly sophisticated e-reader with a voice-assistant. This e-reader, the “Young Lady’s Illustrated Primer”, uses artificial intelli- gence to serve as Nell’s personal teacher. What is key to the Primer is how it is designed to respond to Nell. The Primer has a theory of Nell – her needs, her real-world situation, her abilities – and it tailors its (...)
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  12.  10
    Filters and large cardinals.Jean-Pierre Levinski - 1995 - Annals of Pure and Applied Logic 72 (2):177-212.
    Assuming the consistency of the theory “ZFC + there exists a measurable cardinal”, we construct 1. a model in which the first cardinal κ, such that 2κ > κ+, bears a normal filter F whose associated boolean algebra is κ+-distributive ,2. a model where there is a measurable cardinal κ such that, for every regular cardinal ρ < κ, 2ρ = ρ++ holds,3. a model of “ZFC + GCH” where there exists a non-measurable cardinal κ bearing a normal (...)
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  13.  41
    Filtered Belief Revision: Syntax and Semantics.Giacomo Bonanno - 2022 - Journal of Logic, Language and Information 31 (4):645-675.
    In an earlier paper [Rational choice and AGM belief revision, _Artificial Intelligence_, 2009] a correspondence was established between the set-theoretic structures of revealed-preference theory (developed in economics) and the syntactic belief revision functions of the AGM theory (developed in philosophy and computer science). In this paper we extend the re-interpretation of those structures in terms of one-shot belief revision by relating them to the trichotomous attitude towards information studied in Garapa (Rev Symb Logic, 1–21, 2020) where information may (...)
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  14.  22
    Socializing the political: rethinking filter bubbles and social media with Hannah Arendt.Zachary Daus - 2024 - Ethics and Information Technology 26 (2):1-10.
    It is often claimed that social media accelerate political extremism by employing personalization algorithms that filter users into groups with homogenous beliefs. While an intuitive position, recent research has shown that social media users exhibit self-filtering tendencies. In this paper, I apply Hannah Arendt’s theory of political judgment to hypothesize a cause for self-filtering on social media. According to Arendt, a crucial step in political judgment is the imagination of a general standpoint of distinct yet equal perspectives, against (...)
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  15.  9
    Roughness of Filters in Equality Algebras.Gholam Reza Rezaei, Rajab Ali Borzooei, Mona Aaly Kologani & Young Bae Jun - 2023 - Bulletin of the Section of Logic 52 (1):1-18.
    Rough set theory is an excellent mathematical tool for the analysis of a vague description of actions in decision problems. Now, in this paper by considering the notion of an equality algebra, the notion of the lower and the upper approximations are introduced and some properties of them are given. Moreover, it is proved that the lower and the upper approximations define an interior operator and a closure operator, respectively. Also, using D-lower and D-upper approximation, conditions for a nonempty (...)
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  16.  4
    Enhanced distractor filtering in habituation contexts: Learning to ignore is easier in familiar environments.Matteo De Tommaso, Cinzia Chiandetti & Massimo Turatto - 2023 - Gestalt Theory 45 (3):301-311.
    Summary Habituation mechanisms play a pivotal role in enabling organisms to filter out irrelevant stimuli and concentrate on essential ones. Through repeated exposure, the brain learns to disregard stimuli that are irrelevant, effectively ceasing to respond to potentially distracting input. Previous studies have demonstrated that the orienting response to visual distractors disrupting visual detection tasks habituates as tasks progress and distractors are encountered repeatedly, as their initial interference diminishes. Theoretical models posit that this reduction is contingent upon the establishment (...)
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  17.  14
    Situated Language Understanding as Filtering Perceived Affordances.Peter Gorniak & Deb Roy - 2007 - Cognitive Science 31 (2):197-231.
    We introduce a computational theory of situated language understanding in which the meaning of words and utterances depends on the physical environment and the goals and plans of communication partners. According to the theory, concepts that ground linguistic meaning are neither internal nor external to language users, but instead span the objective‐subjective boundary. To model the possible interactions between subject and object, the theory relies on the notion of perceived affordances: structured units of interaction that can be (...)
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  18.  21
    On Special Implicative Filters.Josep Maria Font - 1999 - Mathematical Logic Quarterly 45 (1):117-126.
    In her well-known book, Rasiowa states without proof that in implicative algebras there is a one-to-one correspondence between kernels of epimorphisms and the so-called special implicative filters, and that in the logic whose algebraic counterpart is the class of implicative algebras the deductive filters coincide with the special implicative filters. We show that neither claim is true, and how to repair the situation by redefining some of the notions involved. We answer other questions concerning special implicative filters, taking the (...) of algebraizable logics of Blok and Pigozzi as a framework to approach the question in a systematic way. (shrink)
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  19.  94
    Social Media Filters and Resonances: Democracy and the Contemporary Public Sphere.Hartmut Rosa - 2022 - Theory, Culture and Society 39 (4):17-35.
    Democratic conceptions of politics are tacitly or explicitly predicated upon a functioning arena for the formation of public opinion in an associated media-space. Policy-making thus requires a reliable connection to processes of ‘public’ will formation. These processes formed the focus for Habermas’s influential study on the public sphere. This contribution presents a look at more recent ‘structural transformation’, the causes of which are by no means limited to social media communication, and examines its consequences. It proceeds in three steps: 1) (...)
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  20.  16
    The wi‐club filter on.Grace Piper - 2009 - Mathematical Logic Quarterly 55 (5):562-568.
    We develop the theory of Cκ, λi, a strongly normal filter over [MATHEMATICAL SCRIPT CAPITAL P]κλ for Mahlo κ. We prove a minimality result, showing that any strongly normal filter containing {x ∈ [MATHEMATICAL SCRIPT CAPITAL P]κλ: |x | = |x ∩ κ | and |x | is inaccessible} also contains Cκ, λi. We also show that functions can be used to obtain a basis for Cκ, λi.
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  21. Epistemic closure filters for natural language inference.Michael Cohen - manuscript
    Epistemic closure refers to the assumption that humans are able to recognize what entails or contradicts what they believe and know, or more accurately, that humans’ epistemic states are closed under logical inferences. Epistemic closure is part of a larger theory of mind ability, which is arguably crucial for downstream NLU tasks, such as inference, QA and conversation. In this project, we introduce a new automatically constructed natural language inference dataset that tests inferences related to epistemic closure. We test (...)
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  22. Neutrosophic Regular Filters and Fuzzy Regular Filters in Pseudo-BCI Algebras.Xiaohong Zhang, Yingcan Ma & F. Smarandache - 2017 - Neutrosophic Sets and Systems 17:10-15.
    Neutrosophic set is a new mathematical tool for handling problems involving imprecise, indetermi nacy and inconsistent data. Pseudo-BCI algebra is a kind of non-classical logic algebra in close connection with various non-commutative fuzzy logics. Recently, we applied neutrosophic set theory to pseudo-BCI al gebras. In this paper, we study neutrosophic filters in pseudo-BCI algebras. The concepts of neutrosophic regular filter, neutrosophic closed filter and fuzzy regular filter in pseudo-BCI algebras are introduced, and some basic properties are (...)
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  23. Corporatised Identities ≠ Digital Identities: Algorithmic Filtering on Social Media and the Commercialisation of Presentations of Self.Charlie Harry Smith - 2020 - In Christopher Burr & Luciano Floridi (eds.), Ethics of digital well-being: a multidisciplinary approach. Springer.
    Goffman’s (1959) dramaturgical identity theory requires modification when theorising about presentations of self on social media. This chapter contributes to these efforts, refining a conception of digital identities by differentiating them from ‘corporatised identities’. Armed with this new distinction, I ultimately argue that social media platforms’ production of corporatised identities undermines their users’ autonomy and digital well-being. This follows from the disentanglement of several commonly conflated concepts. Firstly, I distinguish two kinds of presentation of self that I collectively refer (...)
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  24.  45
    Near coherence and filter games.Todd Eisworth - 2001 - Archive for Mathematical Logic 40 (3):235-242.
    We investigate a two-player game involving pairs of filters on ω. Our results generalize a result of Shelah ([7] Chapter VI) dealing with applications of game theory in the study of ultrafilters.
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  25.  47
    On ‘Most’ and ‘Representative’: Filter Logic and Special Predicates.Paulo Veloso & Sheila Veloso - 2005 - Logic Journal of the IGPL 13 (6):717-728.
    Logics for ‘generally’ were introduced for handling assertions with vague notions, by non-standard generalized quantifiers, and to reason qualitatively about them . Filter logic is intended to address ‘most’. Here, we show that filter logic can be faithfully embedded into a classical first-order theory of certain predicates, called compatible. We also use representative predicates to enable elimination of the generalized quantifier. These devices permit using classical first-order methods to reason about consequence in filter logic and help (...)
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  26.  6
    Review: U. L. Ersov, Decidability of the Elementary Theory of Relatively Complemented Distributive Lattices and of the Theory of Filters. [REVIEW]Fred Galvin - 1969 - Journal of Symbolic Logic 34 (1):126-126.
  27.  30
    Untimely Mediations: On Two Recent Contributions to ‘German Media Theory’Bernhard Siegert, Cultural Techniques: Grids, Filters, Doors and Other Articulations of the Real, translated by Geoffrey Winthrop-Young , 288 pp.Florian Sprenger, Medien des Immediaten: Elektrizität, Telegraphie, McLuhan , 514 pp. [REVIEW]Bernard Dionysius Geoghegan - 2014 - Paragraph 37 (3):419-425.
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  28.  12
    Limited knowledge and informal lobbying: internet regulation through content filters in Swedish public libraries.Veronica Johansson & Maria Lindh - 2023 - Journal of Information, Communication and Ethics in Society 21 (3):243-258.
    Purpose The purpose of this paper is to describe and explore the current state of internet regulation through content filters in Swedish public libraries. Design/methodology/approach Data was collected through an electronic survey directed to library managers of Sweden’s 290 main municipal libraries. 164 answers were returned, yielding a 57% response rate. The analysis comprises descriptive statistics for quantitative data and an activity theory approach with focus on contradictions for qualitative counterparts. Findings In total, 33% of the responding libraries report (...)
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  29.  23
    Andreas Blass and Saharon Shelah. Ultrafilters with small generating sets. Israel journal of mathematics, vol. 65 , pp. 259–271. - Andreas Blass and Saharon Shelah. There may be simple - and -points and the Rudin–Keisler ordering may be downward directed. Annals of pure and applied logic, vol. 33 , pp. 213–243. - Andreas Blass. Near coherence of filters. II: Applications to operator ideals, the Stone–Čech remainder of a half-line, order ideals of sequences, and the slenderness of groups. Transactions of the American Mathematical Society, vol. 300 , pp. 557–581. - Andreas Blass and Saharon Shelah. Near coherence of filters III: a simplified consistency proof. Notre Dame journal of formal logic, vol. 30 , pp. 530–538. - Andreas Blass and Claude Laflamme. Consistency results about filters and the number of inequivalent growth types. The journal of symbolic logic, vol. 54 , pp. 50–56. - Andreas Blass. Applications of superperfect forcing and its relatives. Set theory and its applications. [REVIEW]Peter J. Nyikos - 1992 - Journal of Symbolic Logic 57 (2):763-766.
  30.  15
    Testing the Firm as a Filter of Corporate Political Action.Kathleen A. Rehbein & Douglas A. Schuler - 1999 - Business and Society 38 (2):144-166.
    This study tests an integrative model of corporate political action, the filter model, based on the behavioral theory of the firm. The filter model posits that external political, economic, and industry environments are mediated by organizational structures and resources to affect a firm’s political actions. The authors rate the filter model’s predictive power against that of an economic-based direct-effects model by examining the efforts of about 1,100 U.S.-domiciled manufacturing firms to influence trade policy. LISREL analysis demonstrates (...)
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  31.  48
    Tomek Bartoszynski. On the structure of measurable filters on a countable set. Real analysis exchange, vol. 17 no. 2 , pp. 681–701. - Tomek Bartoszynski and Saharon Shelah. Intersection of < 2ℵ0 ultrafilters may have measure zero. Archive for mathematical logic, vol. 31 , pp. 221–226. - Tomek Bartoszynski and Haim Judah. Measure and Category—filters on ω. Set theory of the continuum, edited by H. Judah, W. Just, and H. Woodin, Mathematical Sciences Research Institute publications, vol. 26, Springer-Verlag, New York, Berlin, Heidelberg, etc., 1992, pp. 175–201. - Tomek Bartoszynski, Martin Goldstern, Haim Judah, and Saharon Shelah. All meager filters may be null. Proceedings of the American Mathematical Society, vol. 117 , pp. 515–521. - Tomek Bartoszyński. Remarks on the intersection of filters. Topology and its applications, vol. 84 , pp. 139–143. [REVIEW]Claude Laflamme - 2001 - Bulletin of Symbolic Logic 7 (3):388-389.
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  32.  21
    All uncountable cardinals in the Gitik model are almost Ramsey and carry Rowbottom filters.Arthur W. Apter, Ioanna M. Dimitriou & Peter Koepke - 2016 - Mathematical Logic Quarterly 62 (3):225-231.
    Using the analysis developed in our earlier paper, we show that every uncountable cardinal in Gitik's model of in which all uncountable cardinals are singular is almost Ramsey and is also a Rowbottom cardinal carrying a Rowbottom filter. We assume that the model of is constructed from a proper class of strongly compact cardinals, each of which is a limit of measurable cardinals. Our work consequently reduces the best previously known upper bound in consistency strength for the theory (...)
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  33.  18
    Stop Talking about Echo Chambers and Filter Bubbles.David Coady - 2024 - Educational Theory 74 (1):92-107.
    It is widely believed that we are facing a problem, even a crisis, caused by so-called “echo chambers” and “filter bubbles.” Here, David Coady argues that this belief is mistaken. There is no such problem, and we should refrain from using these neologisms altogether. They serve no useful purpose, since there is nothing we can say with them that we cannot say equally well or better without them. Furthermore, they cause a variety of harms, including, ironically, a tendency to (...)
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  34.  64
    Through the Newsfeed Glass: Rethinking Filter Bubbles and Echo Chambers.Giacomo Figà Talamanca & Selene Arfini - 2022 - Philosophy and Technology 35 (1):1-34.
    In this paper, we will re-elaborate the notions of filter bubble and of echo chamber by considering human cognitive systems’ limitations in everyday interactions and how they experience digital technologies. Researchers who applied the concept of filter bubble and echo chambers in empirical investigations see them as forms of algorithmically-caused systems that seclude the users of digital technologies from viewpoints and opinions that oppose theirs. However, a significant majority of empirical research has shown that users do find and (...)
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  35.  34
    The axiom of choice holds iff maximal closed filters exist.Horst Herrlich - 2003 - Mathematical Logic Quarterly 49 (3):323.
    It is shown that in ZF set theory the axiom of choice holds iff every non empty topological space has a maximal closed filter.
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  36. Toward a social theory of Human-AI Co-creation: Bringing techno-social reproduction and situated cognition together with the following seven premises.Manh-Tung Ho & Quan-Hoang Vuong - manuscript
    This article synthesizes the current theoretical attempts to understand human-machine interactions and introduces seven premises to understand our emerging dynamics with increasingly competent, pervasive, and instantly accessible algorithms. The hope that these seven premises can build toward a social theory of human-AI cocreation. The focus on human-AI cocreation is intended to emphasize two factors. First, is the fact that our machine learning systems are socialized. Second, is the coevolving nature of human mind and AI systems as smart devices form (...)
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  37.  5
    The Josefson–Nissenzweig theorem and filters on $$\omega $$.Witold Marciszewski & Damian Sobota - forthcoming - Archive for Mathematical Logic:1-40.
    For a free filter F on $$\omega $$ ω, endow the space $$N_F=\omega \cup \{p_F\}$$ N F = ω ∪ { p F }, where $$p_F\not \in \omega $$ p F ∉ ω, with the topology in which every element of $$\omega $$ ω is isolated whereas all open neighborhoods of $$p_F$$ p F are of the form $$A\cup \{p_F\}$$ A ∪ { p F } for $$A\in F$$ A ∈ F. Spaces of the form $$N_F$$ N F constitute (...)
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  38.  32
    Universality of the closure space of filters in the algebra of all subsets.Andrzej W. Jankowski - 1985 - Studia Logica 44 (1):1 - 9.
    In this paper we show that some standard topological constructions may be fruitfully used in the theory of closure spaces (see [5], [4]). These possibilities are exemplified by the classical theorem on the universality of the Alexandroff's cube for T 0-closure spaces. It turns out that the closure space of all filters in the lattice of all subsets forms a generalized Alexandroff's cube that is universal for T 0-closure spaces. By this theorem we obtain the following characterization of the (...)
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  39. Stakeholder Theory Classification: A Theoretical and Empirical Evaluation of Definitions.Samantha Miles - 2017 - Journal of Business Ethics 142 (3):437-459.
    Stakeholder theory is widely accepted but elementary aspects remain indeterminate as the term ‘stakeholder’ is an essentially contested concept, being variously describable, internally complex and open in character. Such contestability is highly problematic for theory development and empirical testing. The extent of essential contestability, previously unknown, is demonstrated in this paper through a bounded systematic review of 593 different stakeholder theory definitions. As an essentially contested concept, the solution does not lie in a universal stakeholder definition, but (...)
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  40.  6
    Optimization of English Learning Platform Based on a Collaborative Filtering Algorithm.Jiali Tang - 2021 - Complexity 2021:1-14.
    This paper provides a detailed description of the recommendation system and collaborative filtering algorithm to optimize the English learning platform through the collaborative filtering algorithm and analyses the algorithmic principles and specific techniques of collaborative filtering. After introducing the recommendation system and collaborative filtering algorithm, this paper elaborates on the theoretical basis and technical principles of the recommendation algorithm based on cognitive ability and difficulty and provides an in-depth analysis of the design and implementation of the recommendation algorithm by combining (...)
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  41.  56
    Controlling access to the internet: The role of filtering. [REVIEW]R. S. Rosenberg - 2001 - Ethics and Information Technology 3 (1):35-54.
    Controlling access to the Internet by means of filtering softwarehas become a growth industry in the U.S. and elsewhere. Its usehas increased as the mandatory response to the current plagues ofsociety, namely, pornography, violence, hate, and in general,anything seen to be unpleasant or threatening. Also of potentialconcern is the possible limitation of access to Web sites thatdiscuss drugs, without distinguishing advocacy from scientificand informed analysis of addiction. With the rise of an effectivecreationist movement dedicated to the elimination of evolutionarytheory in (...)
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  42.  34
    Counterexamples to Recovery and the Filtering Condition.Isaac Levi - 2003 - Studia Logica 73 (2):209-218.
    David Makinson has argued that the compelling character of counterexamples to the Recovery Condition on contraction is due to an appeal to justificational structure. In “naked theories” where such structure is ignored or is not present, Recovery does apply. This note attempts to show that Makinson is mistaken on both counts. Recovery fails when no appeal is made to justificational structure.
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  43.  39
    Narrating Evil: A Postmetaphysical Theory of Reflective Judgment.Maria Pia Lara - 2007 - Columbia University Press.
    Conceptions of evil have changed dramatically over time, and though humans continue to commit acts of cruelty against one another, today we possess a clearer, more moral way of analyzing them. In _Narrating Evil_, María Pía Lara explores what has changed in our understanding of evil, why the transformation matters, and how we can learn from this specific historical development. Drawing on Immanuel Kant's and Hannah Arendt's ideas about reflective judgment, Lara argues that narrative plays a key role in helping (...)
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  44. The emulation theory of representation: Motor control, imagery, and perception.Rick Grush - 2004 - Behavioral and Brain Sciences 27 (3):377-396.
    The emulation theory of representation is developed and explored as a framework that can revealingly synthesize a wide variety of representational functions of the brain. The framework is based on constructs from control theory (forward models) and signal processing (Kalman filters). The idea is that in addition to simply engaging with the body and environment, the brain constructs neural circuits that act as models of the body and environment. During overt sensorimotor engagement, these models are driven by efference (...)
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  45.  16
    Education and the dislike society: The impossibility of learning in filter bubbles.Benjamin Herm-Morris - 2022 - Educational Philosophy and Theory 54 (5):502-511.
    As we begin to witness a new phase in the integration of digital social media platforms with educational institutions, we ought to ask how learning exchanges may be altered as a result. Looking to transformations in knowledge exchanges outside of formal education, we find that these technologies have already modified the ways in which communities engage with each other. Gerlitz and Helmond explain that the Like Economy built into all major social media platforms flattens exchanges between users to engagement metrics. (...)
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  46. Dewey's Theory of Moral (and Political) Deliberation Unfiltered.Shane J. Ralston - 2010 - Education and Culture 26 (1):pp. 23-43.
    In this paper, I argue that many recent interpretations of John Dewey's vision of democracy distort that vision by filtering it through the prism of contemporary deliberative democratic theories. An earlier attempt to defend Dewey's theory of moral deliberation is instructive for understanding the nature and function of this filter. In James Gouinlock's essay "Dewey's Theory of Moral Deliberation," he argues that Morton White and Charles L. Stevenson's criticisms of John Dewey's ethical theory are based upon (...)
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  47.  17
    Saturated models of intuitionistic theories.Carsten Butz - 2004 - Annals of Pure and Applied Logic 129 (1-3):245-275.
    We use the language of categorical logic to construct generic saturated models of intuitionistic theories. Our main technique is the thorough study of the filter construction on categories with finite limits, which is the completion of subobject lattices under filtered meets. When restricted to coherent or Heyting categories, classifying categories of intuitionistic first-order theories, the resulting categories are filtered meet coherent categories, coherent categories with complete subobject lattices such that both finite disjunctions and existential quantification distribute over filtered meets. (...)
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  48.  17
    Toward a Theory of Marginalized Stakeholder-Centric Entrepreneurship.Rashedur Chowdhury, Saras D. Sarasvathy & R. Edward Freeman - 2024 - Business Ethics Quarterly 34 (1):1-34.
    The neglect of marginalized stakeholders is a colossal problem in both stakeholder and entrepreneurship streams of literature. To address this problem, we offer a theory of marginalized stakeholder-centric entrepreneurship. We conceptualize how firms can utilize marginalized stakeholder input actualization through which firms should process a variety of ideas, resources, and interactions with marginalized stakeholders and then filter, internalize, and, finally, realize important elements that improve a variety of related socioeconomic, ethical, racial, contextual, political, and identity issues. This input (...)
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    Falling shadow theory with applications in hoops.Rajab Ali Borzooei, Gholam Reza Rezaei, Mona Aaly Kologani & Young Bae Jun - forthcoming - Bulletin of the Section of Logic.
    The falling shadow theory is applied to subhoops and filters in hoops. The notions of falling fuzzy subhoops and falling fuzzy filters in hoops are introduced, and several properties are investigated. Relationship between falling fuzzy subhoops and falling fuzzy filters are discussed, and conditions for a falling fuzzy subhoop to be a falling fuzzy filter are provided. Also conditions for a falling shadow of a random set to be a falling fuzzy filer are displayed.
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    Falling Shadow Theory with Applications in Hoops.Rajab Ali Borzooei, Gholam Reza Rezaei, Mona Aaly Kologhani & Young Bae Jun - 2021 - Bulletin of the Section of Logic 50 (3):337-353.
    The falling shadow theory is applied to subhoops and filters in hoops. The notions of falling fuzzy subhoops and falling fuzzy filters in hoops are introduced, and several properties are investigated. Relationship between falling fuzzy subhoops and falling fuzzy filters are discussed, and conditions for a falling fuzzy subhoop to be a falling fuzzy filter are provided. Also conditions for a falling shadow of a random set to be a falling fuzzy filter are displayed.
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