Results for 'closed filter'

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  1.  39
    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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  2.  10
    Filters closed under Mahlo's and Gaifman's operation.K. Gloede - 1973 - In A. R. D. Mathias & H. Rogers (eds.), Cambridge Summer School in Mathematical Logic. New York: Springer Verlag. pp. 495--530.
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  3.  6
    The κ-closed unbounded Filter and supercompact cardinals.Mitchell Spector - 1981 - Journal of Symbolic Logic 46 (1):31-40.
  4.  19
    Weakly Normal Filters and the Closed Unbounded Filter on P κ λ Weakly Normal Filters and Large CardinalsWeakly Normal Ideals on  κ λ and the Singular Cardinal HypothesisSaturation of Fundamental Ideals on  κ λ Strongly Normal Ideals on  κ λ and the Sup-FunctionCombinatorics for Small Ideals on  κ λ Regularity of Ultrafilters and Fixed Points of Elementary Embeddings.Pierre Matet, Yoshihiro Abe & Masahiro Shioya - 2002 - Bulletin of Symbolic Logic 8 (2):309.
  5. Filter Bubbles and the Unfeeling: How AI for Social Media Can Foster Extremism and Polarization.Ermelinda Rodilosso - 2024 - Philosophy and Technology 37 (2):1-21.
    Social media have undoubtedly changed our ways of living. Their presence concerns an increasing number of users (over 4,74 billion) and pervasively expands in the most diverse areas of human life. Marketing, education, news, data, and sociality are just a few of the many areas in which social media play now a central role. Recently, some attention toward the link between social media and political participation has emerged. Works in the field of artificial intelligence have already pointed out that there (...)
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  6.  22
    Canjar Filters.Osvaldo Guzmán, Michael Hrušák & Arturo Martínez-Celis - 2017 - Notre Dame Journal of Formal Logic 58 (1):79-95.
    If $\mathcal{F}$ is a filter on $\omega$, we say that $\mathcal{F}$ is Canjar if the corresponding Mathias forcing does not add a dominating real. We prove that any Borel Canjar filter is $F_{\sigma}$, solving a problem of Hrušák and Minami. We give several examples of Canjar and non-Canjar filters; in particular, we construct a $\mathsf{MAD}$ family such that the corresponding Mathias forcing adds a dominating real. This answers a question of Brendle. Then we prove that in all the (...)
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  7. 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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  8.  45
    Probability Filters as a Model of Belief.Catrin Campbell-Moore - 2021 - Proceedings of Machine Learning Research 147:42-50.
    We propose a model of uncertain belief. This models coherent beliefs by a filter, ????, on the set of probabilities. That is, it is given by a collection of sets of probabilities which are closed under supersets and finite intersections. This can naturally capture your probabilistic judgements. When you think that it is more likely to be sunny than rainy, we have{????|????(????????????????????)>????(????????????????????)}∈????. When you think that a gamble ???? is desirable, we have {????|Exp????[????]>0}∈????. It naturally extends the model (...)
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  9.  19
    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 is (...)
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  10.  13
    Command Filtering and Barrier Lyapunov Function-Based Adaptive Control for PMSMs with Core Losses and All-State Restrictions.Xiaoling Wang & Jinpeng Yu - 2021 - Complexity 2021:1-12.
    With the troubles of core losses and all-state confined to certain limitations which are the innate traits of permanent magnet synchronous motors, this article develops a command filtered adaptive backstepping approach to follow the track of PMSM’s desired rotor position. To begin with, the RBF neural network technique is utilized to get close to the uncharted nonlinear terms which existed in PMSM’s mathematical model. Meanwhile, an advanced adaptive command filter control methodology is constructed to avoid the computing explosion during (...)
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  11.  24
    Yoshihiro Abe. Weakly normal filters and the closed unbounded filter on P k λ_. Proceedings of the American Mathematical Society, vol. 104 (1998), pp. 1226–1234. - Yoshihiro Abe. _Weakly normal filters and large cardinals_. Tsukuba journal of mathematics, vol. 16 (1992), pp. 487–494. - Yoshihiro Abe. _Weakly normal ideals on P k λ and the singular cardinal hypothesis_. Fundamenta mathematicae, vol. 143 (1993), pp. 97–106. - Yoshihiro Abe. _Saturation of fundamental ideals on P k λ_. Journal of the Mathematical Society of Japan, vol. 48 (1996), pp. 511–524. - Yoshihiro Abe. _Strongly normal ideals on P k λ and the Sup-function_. opology and its applications, vol. 74 (1996), pp. 97–107. - Yoshihiro Abe. _Combinatorics for small ideals on P k λ_. Mathematical logic quarterly, vol. 43 (1997), pp. 541–549. - Yoshihiro Abe and Masahiro Shioya. _Regularity of ultrafilters and fixed points of elementary embeddings. Tsukuba journal of mathematics, vol. 22 (1998), pp. 31–37. [REVIEW]Pierre Matet - 2002 - Bulletin of Symbolic Logic 8 (2):309-311.
  12.  23
    On filters and closure systems.Roman Suszko - 1977 - Bulletin of the Section of Logic 6 (4):151-154.
    This report brings out a simple observation on the close connection of lters with algebraic closure systems. In [1], Orrin Frink gave a general denition of ideals in ordered sets. Here, we use the dual notion of lter and apply it to preordered sets. When referring to nite sets fc1; : : : ; ckg we often omit the brackets. The symbol ; denotes the empty set and, X f Y means that X is a nite subset of Y.
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  13.  34
    A hierarchy of filters smaller than \documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document} $CF_\kappa\lambda-->$\end{document}. [REVIEW]Yoshihiro Abe - 1997 - Archive for Mathematical Logic 36 (6):385-397.
    This research was partially supported by Grant-in-Aid for Scientific Research (No. 06640178 and No. 06640336), Ministry of Education, Science and Culture of Japan Mathematics Subject Classification: 03E05 --> Abstract. Following Carr's study on diagonal operations and normal filters on \documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document} ${\cal P}_{\kappa}\lambda$\end{document} in [2], several weakenings of normality have been investigated. One of them is to consider normal filters without \documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document} $\kappa$\end{document}-completeness, for (...)
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  14.  30
    David W. Kueker. Löwenheim–Skolem and interpolation theorems in infinitary languages. Bulletin of the American Mathematical Society, vol. 78 , pp. 211–215. - K. Jon Barwise. Mostowski's collapsing function and the closed unbounded filter. Fundamenta mathematicae, vol. 82 no. 2 , pp. 95–103. - David W. Kueker. Countable approximations and Löwenheim–Skolem theorems. Annals of mathematical logic, vol. 11 , pp. 57–103. [REVIEW]Victor Harnik - 1986 - Journal of Symbolic Logic 51 (1):232-234.
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  15.  43
    Review: David W. Kueker, Lowenheim-Skolem and Interpolation Theorems in Infinitary Languages; K. Jon Barwise, Mostowski's Collapsing Function and the Closed Unbounded Filter; David W. Kueker, Countable Approximations and Lowenheim-Skolem Theorems. [REVIEW]Victor Harnik - 1986 - Journal of Symbolic Logic 51 (1):232-234.
  16.  12
    Games with filters I.Matthew Foreman, Menachem Magidor & Martin Zeman - forthcoming - Journal of Mathematical Logic.
    This paper has two parts. The first is concerned with a variant of a family of games introduced by Holy and Schlicht, that we call Welch games. Player II having a winning strategy in the Welch game of length [Formula: see text] on [Formula: see text] is equivalent to weak compactness. Winning the game of length [Formula: see text] is equivalent to [Formula: see text] being measurable. We show that for games of intermediate length [Formula: see text], II winning implies (...)
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  17. 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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  18.  6
    The logic of filtering: how noise shapes the sound of recorded music.Melle Jan Kromhout - 2021 - New York: Oxford University Press.
    This book traces the profound impact of technical media on the sound of music, asking: how do media technologies shape sound? How does this affect music? And how did it change what we listen for in music? Based on the information theoretical proposition that all transmission channels introduce noise and distortion, the argument accounts for the fact that technologically reproduced music is inherently shaped by the technologies that enable its reproduction. The media archaeological assessment of this noise of sound media (...)
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  19.  2
    English Grammar Discrimination Training Network Model and Search Filtering.Juan Zhao - 2021 - Complexity 2021:1-13.
    The statistics-based method ignores the semantic constraints in the English grammar area branch training model and is unable to identify the orientation information effectively. This paper systematically discusses the close relationship between English grammar area branch training model filtering, English grammar area branch training model retrieval, and machine learning. By analyzing the role of the situation in the understanding of the English grammar area branch training model, the relationship between the English grammar area branch training model and situation model and (...)
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  20.  22
    A Note on Closed Degrees of Difficulty of the Medvedev Lattice.Caterina Bianchini & Andrea Sorbi - 1996 - Mathematical Logic Quarterly 42 (1):127-133.
    We consider some nonprincipal filters of the Medvedev lattice. We prove that the filter generated by the nonzero closed degrees of difficulty is not principal and we compare this filter, with respect to inclusion, with some other filters of the lattice. All the filters considered in this paper are disjoint from the prime ideal generated by the dense degrees of difficulty.
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  21.  11
    A State of Charge Estimation Method for Lithium-Ion Battery Using PID Compensator-Based Adaptive Extended Kalman Filter.Zheng Liu, Yuan Qiu, Chunshan Yang, Jianbo Ji & Zhenhua Zhao - 2021 - Complexity 2021:1-14.
    With the widespread application of electric vehicles, the study of the power lithium-ion battery has broad prospects and great academic significance. The state of charge is one of the key parts in battery management system, which is used to provide guarantee for the safe and efficient operation of LIB. To obtain the reliable SOC estimation result under the influence of simple model and measurement noise, a novel estimation method with adaptive feedback compensator is presented in this paper. The simplified dynamic (...)
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  22.  28
    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 (...)
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  23.  9
    Ultrafilters generated by a closed set of functions.Greg Bishop - 1995 - Journal of Symbolic Logic 60 (2):415-430.
    Let κ and λ be infinite cardinals, F a filter on κ, and G a set of functions from κ to κ. The filter F is generated by G if F consists of those subsets of κ which contain the range of some element of G. The set G is $ -closed if it is closed in the $ -topology on κ κ. (In general, the $ -topology on IA has basic open sets all Π i∈ (...)
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  24.  10
    Tychonoff products of compact spaces in ZF and closed ultrafilters.Kyriakos Keremedis - 2010 - Mathematical Logic Quarterly 56 (5):474-487.
    Let {: i ∈I } be a family of compact spaces and let X be their Tychonoff product. [MATHEMATICAL SCRIPT CAPITAL C] denotes the family of all basic non-trivial closed subsets of X and [MATHEMATICAL SCRIPT CAPITAL C]R denotes the family of all closed subsets H = V × Πmath imageXi of X, where V is a non-trivial closed subset of Πmath imageXi and QH is a finite non-empty subset of I. We show: Every filterbase ℋ ⊂ (...)
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  25.  13
    Countable unions of simple sets in the core model.P. D. Welch - 1996 - Journal of Symbolic Logic 61 (1):293-312.
    We follow [8] in asking when a set of ordinals $X \subseteq \alpha$ is a countable union of sets in K, the core model. We show that, analogously to L, and X closed under the canonical Σ 1 Skolem function for K α can be so decomposed provided K is such that no ω-closed filters are put on its measure sequence, but not otherwise. This proviso holds if there is no inner model of a weak Erdős-type property.
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  26.  45
    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 copies in (...)
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  27. Critical Responsiveness: How Epistemic Ideology Critique Can Make Normative Legitimacy Empirical Again.Enzo Rossi - forthcoming - Social Philosophy and Policy.
    This paper outlines an empirically-grounded account of normative political legitimacy. The main idea is to give a normative edge to empirical measures of sociological legitimacy through a non-moralised form of ideology critique. A power structure’s responsiveness to the values of those subjected to its authority can be measured empirically and may be explanatory or predictive insofar as it tracks belief in legitimacy, but by itself it lacks normative purchase: it merely describes a preference alignment, and so tells us nothing about (...)
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  28. Neutrosophic Crisp Set Theory.A. A. Salama & Florentin Smarandache - 2015 - Columbus, OH, USA: Educational Publishers.
    In this book the authors introduce and study the following notions: Neutrosophic Crisp Points, Neutrosophic Crisp Relations, Neutrosophic Crisp Sets, Neutrosophic Set Generated by (Characteristic Function), alpha-cut Level for Neutrosophic Sets, Neutrosophic Crisp Continuous Function, Neutrosophic Crisp Compact Spaces, Neutrosophic Crisp Nearly Open Sets, Neutrosophic Crisp Ideals, Neutrosophic Crisp Filter, Neutrosophic Crisp Local Functions, Neutrosophic Crisp Sets via Neutrosophic Crisp Ideals, Neutrosophic Crisp L-Openness and Neutrosophic Crisp L-Continuity, Neutrosophic Topological Region, Neutrosophic Closed Set and Neutrosophic Continuous Function, etc. (...)
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  29. Utility, publicity, and manipulation.Adrian M. S. Piper - 1978 - Ethics 88 (3):189-206.
    In our dealings with young children, we often get them to do or think things by arranging their environments in certain ways; by dissembling, simplifying, or ambiguating the facts in answer to their queries; by carefully selecting the states of affairs, behavior of others, and utterances to which they shall be privy. We rightly justify these practices by pointing out a child's malleability, and the necessity of paying close attention to formative influences during its years of growth. This filtering of (...)
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  30.  16
    Logics of upsets of De Morgan lattices.Adam Přenosil - forthcoming - Mathematical Logic Quarterly.
    We study logics determined by matrices consisting of a De Morgan lattice with an upward closed set of designated values, such as the logic of non‐falsity preservation in a given finite Boolean algebra and Shramko's logic of non‐falsity preservation in the four‐element subdirectly irreducible De Morgan lattice. The key tool in the study of these logics is the lattice‐theoretic notion of an n‐filter. We study the logics of all (complete, consistent, and classical) n‐filters on De Morgan lattices, which (...)
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  31.  24
    The Persistence of Neuromyths in the Educational Settings: A Systematic Review.Marta Torrijos-Muelas, Sixto González-Víllora & Ana Rosa Bodoque-Osma - 2021 - Frontiers in Psychology 11.
    Neuroscience influences education, and these two areas have converged in a new field denominated “Neuroeducation.” However, the growing interest in the education–brain relationship does not match the proper use of research findings. In 2007, the Organization for Economic Cooperation and Development warned of the misunderstandings about the brain among teachers, labeling them as neuromyths. The main objective here is to observe the prevalence of the neuromyths in educators over time. After two decades of publications of research on neuromyths among in-service (...)
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  32.  30
    The Semantics of Entailment Omega.Yoko Motohama, Robert K. Meyer & Mariangiola Dezani-Ciancaglini - 2002 - Notre Dame Journal of Formal Logic 43 (3):129-145.
    This paper discusses the relation between the minimal positive relevant logic B and intersection and union type theories. There is a marvelous coincidence between these very differently motivated research areas. First, we show a perfect fit between the Intersection Type Discipline ITD and the tweaking BT of B, which saves implication and conjunction but drops disjunction . The filter models of the -calculus (and its intimate partner Combinatory Logic CL) of the first author and her coauthors then become theory (...)
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  33.  47
    Topological aspects of the Medvedev lattice.Andrew Em Lewis, Richard A. Shore & Andrea Sorbi - 2011 - Archive for Mathematical Logic 50 (3-4):319-340.
    We study the Medvedev degrees of mass problems with distinguished topological properties, such as denseness, closedness, or discreteness. We investigate the sublattices generated by these degrees; the prime ideal generated by the dense degrees and its complement, a prime filter; the filter generated by the nonzero closed degrees and the filter generated by the nonzero discrete degrees. We give a complete picture of the relationships of inclusion holding between these sublattices, these filters, and this ideal. We (...)
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  34.  8
    Acyclicity, anonymity, and prefilters.Walter Bossert & Susumu Cato - 2020 - Journal of Mathematical Economics 87:134–141.
    We analyze the decisiveness structures associated with acyclical collective choice rules. In particular, we examine the consequences of adding anonymity to weak Pareto, thereby complementing earlier results on acyclical social choice. Both finite and countably infinite populations are considered. As established in contributions by Donald Brown and by Jeffrey Banks, acyclical social choice is closely linked to prefilters in the presence of the weak Pareto principle. We introduce the notion of a conditional prefilter and use it to generalize their results. (...)
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  35.  9
    Low-level phenomenal vision despite unilateral destruction of primary visual cortex.Petra Stoerig & Erhardt Barth - 2001 - Consciousness and Cognition 10 (4):574-587.
    GY, an extensively studied human hemianope, is aware of salient visual events in his cortically blind field but does not call this ''vision.'' To learn whether he has low-level conscious visual sensations or whether instead he has gained conscious knowledge about, or access to, visual information that does not produce a conscious phenomenal sensation, we attempted to image process a stimulus s presented to the impaired field so that when the transformed stimulus T(s) was presented to the normal hemifield it (...)
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  36. The Poetry of Alessandro De Francesco.Belle Cushing - 2011 - Continent 1 (4):286-310.
    continent. 1.4 (2011): 286—310. This mad play of writing —Stéphane Mallarmé Somewhere in between mathematics and theory, light and dark, physicality and projection, oscillates the poetry of Alessandro De Francesco. The texts hold no periods or commas, not even a capital letter for reference. Each piece stands as an individual construction, and yet the poetry flows in and out of the frame. Images resurface from one poem to the next, haunting the reader with reincarnations of an object lost in the (...)
     
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  37.  3
    Digital Photography Digital Field Guide.Harold Davis - 2005 - Wiley.
    The digital camera has revolutionized photography. Sporting events, breathtaking landscapes, the mood of the sea, or a child's eyes as a present is opened-capture whatever fascinates you. Learn touse your images in ways only highly skilled professionals could manage a mere decade ago. With this practical guide in your camera bag, you'll have professional advice at your fingertips to help you get great shots, use all your camera's features, download and enhance your photos, and share them in dozens of creative (...)
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  38.  28
    Tübingen Metaphysics Workshop - Existence, Truth and Fundamentality.Fabio Ceravolo, Mattia Cozzi & Mattia Sorgon - 2014 - Rivista Italiana di Filosofia Analitica Junior 5 (1):94-123.
    Since last year, major initiatives have been undertaken by the chair of theoretical philosophy at the University of Tübingen in order to enhance the reception of analytic metaphysics in the European landscape. Here we review the 2013 summer workshop, intended to be the first of an annual series, on “Existence, Truth and Fundamentality”, the invited speakers being Graham Priest (Melbourne), Stephan Leuenberger (Glasgow), Dan López de Sa (Barcelona), Francesco Berto (Aberdeen), Friederike Moltmann (Paris – Pantheon Sorbonne) and Jason Turner (Leeds). (...)
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  39.  7
    Semiotics of the Christian imagination: signs of the fall and redemption.Domenico Pietropaolo - 2020 - New York: Bloomsbury Academic.
    This book analyses various examples of the imaginative semiotisation of the Fall of Man and the Church's semiotic perception of the Divine plan for Redemption. Based on a close reading of primary sources, it analyses the meaning-making inherent in these ideas, which are filtered through and given material representation by the semiotic paradigms of various cultural fields, including philology, verbal arts and science.
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  40.  28
    On the Rejection of Random Perturbations and the Tracking of Random References in a Quadrotor.Jesus Alberto Meda-Campaña, Jonathan Omega Escobedo-Alva, José de Jesús Rubio, Carlos Aguilar-Ibañez, Jose Humberto Perez-Cruz, Guillermo Obregon-Pulido, Ricardo Tapia-Herrera, Eduardo Orozco, Daniel Andres Cordova & Marco Antonio Islas - 2022 - Complexity 2022:1-16.
    In this note, the problem of tracking random references and rejecting random perturbations in a quadrotor, both generated by an auxiliary system named exosystem, is solved by extending the deterministic tracking problem to the area of stochastic processes. Besides, it is considered that only a part of the state vector of the quadrotor is available through measurements. As a consequence, the state vector of the plant must be estimated in order to close the control loop. On this basis, a controller (...)
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  41.  34
    Decidability of an Xstit Logic.Gillman Payette - 2014 - Studia Logica 102 (3):577-607.
    This paper presents proofs of completeness and decidability of a non-temporal fragment of an Xstit logic. This shows a distinction between the non-temporal fragments of Xstit logic and regular stit logic since the latter is undecidable. The proof of decidability is via the finite model property. The finite model property is shown to hold by constructing a filtration. However, the set that is used to filter the models isn’t simply closed under subformulas, it has more complex closure conditions. (...)
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  42.  24
    Reverse mathematics of mf spaces.Carl Mummert - 2006 - Journal of Mathematical Logic 6 (2):203-232.
    This paper gives a formalization of general topology in second-order arithmetic using countably based MF spaces. This formalization is used to study the reverse mathematics of general topology. For each poset P we let MF denote the set of maximal filters on P endowed with the topology generated by {Np | p ∈ P}, where Np = {F ∈ MF | p ∈ F}. We define a countably based MF space to be a space of the form MF for some (...)
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  43.  47
    Inquisitive Heyting Algebras.Vít Punčochář - 2021 - Studia Logica 109 (5):995-1017.
    In this paper we introduce a class of inquisitive Heyting algebras as algebraic structures that are isomorphic to algebras of finite antichains of bounded implicative meet semilattices. It is argued that these structures are suitable for algebraic semantics of inquisitive superintuitionistic logics, i.e. logics of questions based on intuitionistic logic and its extensions. We explain how questions are represented in these structures and provide several alternative characterizations of these algebras. For instance, it is shown that a Heyting algebra is inquisitive (...)
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  44.  22
    Has Googling Made Us Worse Listeners?Hanna Gunn - 2020 - Contemporary French and Francophone Studies 4 (23):512-520.
    If we’re aiming to have well-founded beliefs, then we generally think it’s a good idea to listen to a wide range of arguments. Listening to dissenting views, in particular, is important for avoiding epistemic dispositions to dogmatism and closed-mindedness. We might say we have an epistemic responsibility to listen to others in order to ensure we do our due diligence when forming beliefs. But do we also have to listen to the arguments of people with whom we disagree online? (...)
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  45. A New Negentropic Subject: Reviewing Michel Serres' Biogea.A. Staley Groves - 2012 - Continent 2 (2):155-158.
    continent. 2.2 (2012): 155–158 Michel Serres. Biogea . Trans. Randolph Burks. Minneapolis: Univocal Publishing. 2012. 200 pp. | ISBN 9781937561086 | $22.95 Conveying to potential readers the significance of a book puts me at risk of glad handing. It’s not in my interest to laud the undeserving, especially on the pages of this journal. This is not a sales pitch, but rather an affirmation of a necessary work on very troubled terms: human, earth, nature, and the problematic world we made. (...)
     
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  46.  11
    Correspondence, Canonicity, and Model Theory for Monotonic Modal Logics.Kentarô Yamamoto - 2020 - Studia Logica 109 (2):397-421.
    We investigate the role of coalgebraic predicate logic, a logic for neighborhood frames first proposed by Chang, in the study of monotonic modal logics. We prove analogues of the Goldblatt–Thomason theorem and Fine’s canonicity theorem for classes of monotonic neighborhood frames closed under elementary equivalence in coalgebraic predicate logic. The elementary equivalence here can be relativized to the classes of monotonic, quasi-filter, augmented quasi-filter, filter, or augmented filter neighborhood frames, respectively. The original, Kripke-semantic versions of (...)
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    Communication-Based Book Recommendation in Computational Social Systems.Long Zuo, Shuo Xiong, Xin Qi, Zheng Wen & Yiwen Tang - 2021 - Complexity 2021:1-10.
    This paper considers current personalized recommendation approaches based on computational social systems and then discusses their advantages and application environments. The most widely used recommendation algorithm, personalized advice based on collaborative filtering, is selected as the primary research focus. Some improvements in its application performance are analyzed. First, for the calculation of user similarity, the introduction of computational social system attributes can help to determine users’ neighbors more accurately. Second, computational social system strategies can be adopted to penalize popular items. (...)
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    Partition numbers.Otmar Spinas - 1997 - Annals of Pure and Applied Logic 90 (1-3):243-262.
    We continue [21] and study partition numbers of partial orderings which are related to /fin. In particular, we investigate Pf, be the suborder of /fin)ω containing only filtered elements, the Mathias partial order M, and , ω the lattice of partitions of ω, respectively. We show that Solomon's inequality holds for M and that it consistently fails for Pf. We show that the partition number of is C. We also show that consistently the distributivity number of ω is smaller than (...)
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  49.  21
    Dominating projective sets in the Baire space.Otmar Spinas - 1994 - Annals of Pure and Applied Logic 68 (3):327-342.
    We show that every analytic set in the Baire space which is dominating contains the branches of a uniform tree, i.e. a superperfect tree with the property that for every splitnode all the successor splitnodes have the same length. We call this property of analytic sets u-regularity. However, we show that the concept of uniform tree does not suffice to characterize dominating analytic sets in general. We construct a dominating closed set with the property that for no uniform tree (...)
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  50.  3
    Algebraic semantics for quasi-classical modal logics.W. J. Blok & P. Köhler - 1983 - Journal of Symbolic Logic 48 (4):941-964.
    A well-known result, going back to the twenties, states that, under some reasonable assumptions, any logic can be characterized as the set of formulas satisfied by a matrix 〈,F〉, whereis an algebra of the appropriate type, andFa subset of the domain of, called the set of designated elements. In particular, every quasi-classical modal logic—a set of modal formulas, containing the smallest classical modal logicE, which is closed under the inference rules of substitution and modus ponens—is characterized by such a (...)
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