Results for 'neat reduct'

958 found
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  1.  23
    On Neat Reducts and Amalgamation.Tarek Sayed-Ahmed - 2007 - Logic Journal of the IGPL 15 (1):33-39.
    We present a property of neat reducts commuting with forming subalgebras as a definability condition.
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  2.  74
    On neat reducts of algebras of logic.Tarek Sayed Ahmed & Istvan Németi - 2001 - Studia Logica 68 (2):229-262.
    SC , CA , QA and QEA stand for the classes of Pinter's substitution algebras, Tarski's cylindric algebras, Halmos' quasipolyadic algebras, and quasipolyadic equality algebras of dimension , respectively. Generalizing a result of Németi on cylindric algebras, we show that for K {SC, CA, QA, QEA} and ordinals , the class Nr K of -dimensional neat reducts of -dimensional K algebras, though closed under taking homomorphic images and products, is not closed under forming subalgebras (i.e. is not a variety) (...)
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  3.  42
    Neat reducts and amalgamation in retrospect, a survey of results and some methods Part II: Results on amalgamation.Judit Madarász & Tarek Ahmed - 2009 - Logic Journal of the IGPL 17 (6):755-802.
    Introduced by Leon Henkin back in the fifties, the notion of neat reducts is an old venerable notion in algebraic logic. But it is often the case that an unexpected viewpoint yields new insights. Indeed, the repercussions of the fact that the class of neat reducts is not closed under forming subalgebras turn out to be enormous. In this paper we review and, in the process, discuss, some of these repercussions in connection with the algebraic notion of amalgamation. (...)
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  4.  22
    Neat reducts and amalgamation in retrospect, a survey of results and some methods Part I: Results on neat reducts.Judit Madarász & Tarek Ahmed - 2009 - Logic Journal of the IGPL 17 (4):429-483.
    Introduced by Leon Henkin back in the fifties, the notion of neat reducts is an old venerable notion in algebraic logic. But it is often the case that an unexpected viewpoint yields new insights. Indeed, the repercussions of the fact that the class of neat reducts is not closed under forming subalgebras turn out to be enormous. In this paper we review and, in the process, discuss, some of these repercussions in connection with the algebraic notion of amalgamation. (...)
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  5. On neat reducts of algebras of logic', presented in Logic Colloquium 1996, abstract appeared in the.H. Andréka, I. NÉmeti & T. Sayed Ahmed - 1997 - Bulletin of Symbolic Logic 3 (2):249.
  6.  42
    The class of infinite dimensional neat reducts of quasi‐polyadic algebras is not axiomatizable.Tarek Sayed Ahmed - 2006 - Mathematical Logic Quarterly 52 (1):106-112.
    SC, CA, QA and QEA denote the classes of Pinter's substitution algebras, Tarski's cylindric algebras, Halmos' quasi-polyadic algebras and quasi-polyadic equality algebras, respectively. Let ω ≤ α < β and let K ∈ {SC,CA,QA,QEA}. We show that the class of α -dimensional neat reducts of algebras in Kβ is not elementary. This solves a problem in [3]. Also our result generalizes results proved in [2] and [3].
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  7.  43
    The class of neat reducts is not Boolean closed.Tarek Sayed Ahmed - 2008 - Bulletin of the Section of Logic 37 (1):51-61.
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  8.  57
    A Note on Neat Reducts.Tarek Sayed Ahmed - 2007 - Studia Logica 85 (2):139-151.
    SC, CA, QA and QEA denote the class of Pinter’s substitution algebras, Tarski’s cylindric algebras, Halmos’ quasi-polyadic and quasi-polyadic equality algebras, respectively. Let . and . We show that the class of n dimensional neat reducts of algebras in K m is not elementary. This solves a problem in [2]. Also our result generalizes results proved in [1] and [2].
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  9.  32
    The class of neat-reducts of cylindric algebras is not a variety but is closed w.r.t. HP.István Németi - 1983 - Notre Dame Journal of Formal Logic 24:399-409.
  10.  62
    Not all representable cylindric algebras are neat reducts.Hajnal Andréka & István Németi - 1979 - Bulletin of the Section of Logic 8 (3):145-147.
  11.  61
    Neat embeddings as adjoint situations.Tarek Sayed-Ahmed - 2015 - Synthese 192 (7):1-37.
    Looking at the operation of forming neat $\alpha $ -reducts as a functor, with $\alpha $ an infinite ordinal, we investigate when such a functor obtained by truncating $\omega $ dimensions, has a right adjoint. We show that the neat reduct functor for representable cylindric algebras does not have a right adjoint, while that of polyadic algebras is an equivalence. We relate this categorial result to several amalgamation properties for classes of representable algebras. We show that the (...)
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  12.  24
    On neat embeddings of cylindric algebras.Tarek Sayed Ahmed - 2009 - Mathematical Logic Quarterly 55 (6):666-668.
  13. A Modeltheoretic Solution to a Problem of Tarski.Tarek Sayed Ahmed - 2002 - Mathematical Logic Quarterly 48 (3):343-355.
    Let 1 n. We show that the class NrnCAβ of n-dimensional neat reducts of β-dimensional cylindric algebras is not closed under forming elementary subalgebras. This solves a long-standing open problem of Tarski and his co-authors Andréka, Henkin, Monk and Németi. The proof uses genuine model-theoretic arguments.
     
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  14. Relation algebra reducts of cylindric algebras and an application to proof theory.Robin Hirsch, Ian Hodkinson & Roger D. Maddux - 2002 - Journal of Symbolic Logic 67 (1):197-213.
    We confirm a conjecture, about neat embeddings of cylindric algebras, made in 1969 by J. D. Monk, and a later conjecture by Maddux about relation algebras obtained from cylindric algebras. These results in algebraic logic have the following consequence for predicate logic: for every finite cardinal α ≥ 3 there is a logically valid sentence X, in a first-order language L with equality and exactly one nonlogical binary relation symbol E, such that X contains only 3 variables (each of (...)
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  15.  38
    Polyadic and cylindric algebras of sentences.Mohamed Amer & Tarek Sayed Ahmed - 2006 - Mathematical Logic Quarterly 52 (5):444-449.
    In this note we give an interpretation of cylindric algebras as algebras of sentences of first order logic. We show that the isomorphism types of such algebras of sentences coincide with the class of neat reducts of cylindric algebras. Also we show how this interpretation sheds light on some recent results. This is done by likening Henkin's Neat Embedding Theorem to his celebrated completeness proof.
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  16.  88
    What desires are, and are not.Alan H. Goldman - 2017 - Philosophical Studies 174 (2):333-352.
    This paper criticizes the account of desire defended by Nomy Arpaly and Timothy Schroeder in their recent book, In Praise of Desire. It contrasts their account with one that I favor, a cluster analysis listing various criteria that are together sufficient for having paradigm desires, but none of which is necessary or sufficient for desiring. I argue that their account fails to state necessary or sufficient conditions, that it is explanatorily weaker than the cluster account, that it fails to provide (...)
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  17. Eliminative Materialism [Selection from Matter and Consciousness].Paul M. Churchland - 2006 - In Maureen Eckert (ed.), Theories of Mind: An Introductory Reader. Rowman & Littlefield. pp. 115.
    The identity theory was called into doubt not because the prospects for a materialist account of our mental capacities were thought to be poor, but because it seemed unlikely that the arrival of an adequate materialist theory would bring with it the nice one-to-one match-ups, between the concepts of folk psychology and the concepts of theoretical neuroscience, that intertheoretic reduction requires. The reason for that doubt was the great variety of quite different physical systems that could instantiate the required functional (...)
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  18.  19
    Relation algebras from cylindric and polyadic algebras.I. Nemeti & A. Simon - 1997 - Logic Journal of the IGPL 5 (4):575-588.
    This paper is a survey of recent results concerning connections between relation algebras , cylindric algebras and polyadic equality algebras . We describe exactly which subsets of the standard axioms for RA are needed for axiomatizing RA over the RA-reducts of CA3's, and we do the same for the class SA of semi-associative relation algebras. We also characterize the class of RA-reducts of PEA3's. We investigate the interconnections between the RA-axioms within CA3 in more detail, and show that only four (...)
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  19.  16
    Lifting Results for Finite Dimensions to the Transfinite in Systems of Varieties Using Ultraproducts.Tarek Sayed Ahmed - 2024 - Bulletin of the Section of Logic 53 (2):145-154.
    We redefine a system of varieties definable by a schema of equations to include finite dimensions. Then we present a technique using ultraproducts enabling one to lift results proved for every finite dimension to the transfinite. Let \(\bf Ord\) denote the class of all ordinals. Let \(\langle \mathbf{K}_{\alpha}: \alpha\in \bf Ord\rangle\) be a system of varieties definable by a schema. Given any ordinal \(\alpha\), we define an operator \(\mathsf{Nr}_{\alpha}\) that acts on \(\mathbf{K}_{\beta}\) for any \(\beta>\alpha\) giving an algebra in \(\mathbf{K}_{\alpha}\), (...)
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  20.  12
    The Solitary Self: Darwin and the Selfish Gene.Mary Midgley - 2010 - Routledge.
    Renowned philosopher Mary Midgley explores the nature of our moral constitution to challenge the view that reduces human motivation to self-interest. Midgley argues cogently and convincingly that simple, one-sided accounts of human motives, such as the 'selfish gene' tendency in recent neo-Darwinian thought, may be illuminating but are always unrealistic. Such neatness, she shows, cannot be imposed on human psychology. She returns to Darwin's original writings to show how the reductive individualism which is now presented as Darwinism does not derive (...)
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  21. Science Meets Philosophy: Metaphysical Gap & Bilateral Brain.Hermann G. W. Burchard - 2020 - Philosophy Study 10 (10):599-614.
    The essay brings a summation of human efforts seeking to understand our existence. Plato and Kant & cognitive science complete reduction of philosophy to a neural mechanism, evolved along elementary Darwinian principles. Plato in his famous Cave Allegory explains that between reality and our experience of it there exists a great chasm, a metaphysical gap, fully confirmed through particle-wave duality of quantum physics. Kant found that we have two kinds of perception, two senses: By the spatial outer sense we perceive (...)
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  22. The churchlands' neuron doctrine: Both cognitive and reductionist.John Sutton - 1999 - Behavioral and Brain Sciences 22 (5):850-851.
    According to Gold & Stoljar, one cannot consistently be both reductionist about psychoneural relations and invoke concepts developed in the psychological sciences. I deny the utility of their distinction between biological and cognitive neuroscience, suggesting that they construe biological neuroscience too rigidly and cognitive neuroscience too liberally. Then, I reject their characterization of reductionism. Reductions need not go down past neurobiology straight to physics, and cases of partial, local reduction are not neatly distinguishable from cases of mere implementation. Modifying the (...)
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  23. A Revolutionary New Metaphysics, Based on Consciousness, and a Call to All Philosophers.Lorna Green - manuscript
    June 2022 A Revolutionary New Metaphysics, Based on Consciousness, and a Call to All Philosophers We are in a unique moment of our history unlike any previous moment ever. Virtually all human economies are based on the destruction of the Earth, and we are now at a place in our history where we can foresee if we continue on as we are, our own extinction. As I write, the planet is in deep trouble, heat, fires, great storms, and record flooding, (...)
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  24.  45
    Chain models, trees of singular cardinality and dynamic ef-games.Mirna Džamonja & Jouko Väänänen - 2011 - Journal of Mathematical Logic 11 (1):61-85.
    Let κ be a singular cardinal. Karp's notion of a chain model of size κ is defined to be an ordinary model of size κ along with a decomposition of it into an increasing union of length cf. With a notion of satisfaction and -isomorphism such models give an infinitary logic largely mimicking first order logic. In this paper we associate to this logic a notion of a dynamic EF-game which gauges when two chain models are chain-isomorphic. To this game (...)
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  25. Physicalism, Emergence and Downward Causation.Richard J. Campbell & Mark H. Bickhard - 2011 - Axiomathes 21 (1):33-56.
    The development of a defensible and fecund notion of emergence has been dogged by a number of threshold issues neatly highlighted in a recent paper by Jaegwon Kim. We argue that physicalist assumptions confuse and vitiate the whole project. In particular, his contention that emergence entails supervenience is contradicted by his own argument that the ‘microstructure’ of an object belongs to the whole object, not to its constituents. And his argument against the possibility of downward causation is question-begging and makes (...)
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  26.  56
    Gadamer and the legacy of German idealism (review).Christian Lotz - 2011 - Journal of the History of Philosophy 49 (1):131-132.
    To be sure, Hans-Georg Gadamer's philosophy has received increased attention in recent philosophical debates. For although older confrontations, such as Gadamer's debate with Habermas, have receded in the background, scholars such as John McDowell, Cristina Lafont, Ruth Sonderegger, Albrecht Wellmer, and Günther Figal have revitalized some of Gadamer's main philosophical insights and demonstrated the importance of hermeneutics for contemporary philosophy. In addition, the newly-founded Society for Philosophical Hermeneutics has helped to give this recent attention a new academic forum for fresh (...)
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  27.  40
    Hans Christian Andersen's fish out of water.Nancy Easterlin - 2001 - Philosophy and Literature 25 (2):251-277.
    In lieu of an abstract, here is a brief excerpt of the content:Philosophy and Literature 25.2 (2001) 251-277 [Access article in PDF] Hans Christian Andersen's Fish Out of Water Nancy Easterlin I Now that Darwinian literary criticism is on the horizon, the natural human tendency to codify manifests itself in calls to summarize succinctly what such an approach entails. Though clarity is always to be praised, bioevolutionary critics need to guard against the reductiveness that has beleaguered attempts at a scientifically (...)
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  28. THIS IS NICE OF YOU. Introduction by Ben Segal.Gary Lutz - 2011 - Continent 1 (1):43-51.
    Reproduced with the kind permission of the author. Currently available in the collection I Looked Alive . © 2010 The Brooklyn Rail/Black Square Editions | ISBN 978-1934029-07-7 Originally published 2003 Four Walls Eight Windows. continent. 1.1 (2011): 43-51. Introduction Ben Segal What interests me is instigated language, language dishabituated from its ordinary doings, language startled by itself. I don't know where that sort of interest locates me, or leaves me, but a lot of the books I see in the stores (...)
     
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  29.  34
    Historiographical Myth, Discipline, and Contextual Distortion.Conal Condren - 2014 - History of European Ideas 40 (1):1-7.
    Summary Although academic disciplines are given to mythologising their own histories, corrective historicisation is no straightforward matter. Anachronisms are most difficult to avoid where our own tacit understandings of the world are used to help structure contexts that are themselves often unstable and indeterminate. This is often the case in attempts to relate agents and propositions to a context of pre-existing problems. Propositions and concepts that are the result of satiric reduction, or unintended consequence, disrupt narrative sequences that lead directly (...)
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  30.  48
    Psychological Shift in Partners of People with Multiple Sclerosis Who Undertake Lifestyle Modification: An Interpretive Phenomenological Study.Sandra L. Neate, Keryn L. Taylor, George A. Jelinek, Alysha M. De Livera, Chelsea R. Brown & Tracey J. Weiland - 2018 - Frontiers in Psychology 9.
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  31.  15
    Generic expansions by a reduct.Christian D’Elbée - 2021 - Journal of Mathematical Logic 21 (3):2150016.
    Consider the expansion TS of a theory T by a predicate for a submodel of a reduct T0 of T. We present a setup in which this expansion admits a model companion TS. We show that some of the nice feat...
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  32. the Essential Incompleteness of All Science,".Kari R. Popper & Scientific Reduction - 1974 - In Francisco Jose Ayala & Theodosius Dobzhansky (eds.), Studies in the Philosophy of Biology: Reduction and Related Problems : [papers Presented at a Conference on Problems of Reduction in Biology Held in Villa Serbe, Bellagio, Italy 9-16 September 1972. Berkeley: University of California Press.
  33.  34
    Expanding the additive reduct of a model of Peano arithmetic.Masahiko Murakami & Akito Tsuboi - 2003 - Mathematical Logic Quarterly 49 (4):363-368.
    Let M be a model of first order Peano arithmetic and I an initial segment of M that is closed under multiplication. LetM0 be the {0, 1,+}-reduct ofM. We show that there is another model N of PA that is also an expansion of M0 such that a · Ma = a · Na if and only if a ∈ I for all a ∈ M.
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  34. Andreas koutsoudas.Conjunction Reduction Gapping & Coordinate Deletion - 1971 - Foundations of Language 7:337.
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  35. 2 On the Implications of Scientific Composition and Completeness.Non-Reductive Physicalism - 2010 - In Antonella Corradini & Timothy O'Connor (eds.), Emergence in science and philosophy. New York: Routledge. pp. 6--25.
     
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  36.  19
    On the forking topology of a reduct of a simple theory.Ziv Shami - 2020 - Archive for Mathematical Logic 59 (3-4):313-324.
    Let T be a simple L-theory and let \ be a reduct of T to a sublanguage \ of L. For variables x, we call an \-invariant set \\) in \ a universal transducer if for every formula \\in L^-\) and every a, $$\begin{aligned} \phi ^-\ L^-\text{-forks } \text{ over }\ \emptyset \ \text{ iff } \Gamma \wedge \phi ^-\ L\text{-forks } \text{ over }\ \emptyset. \end{aligned}$$We show that there is a greatest universal transducer \ and it is type-definable. (...)
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  37.  33
    Daryl Pullman on the Slippery Slope of MAID: Simple, Neat, and Wrong.Margaret P. Battin - 2023 - American Journal of Bioethics 23 (11):87-89.
    Daryl Pullman (2023), seeking to slow the slide down what he sees as the slippery slope of MAID, employs an epigraph from H.L. Mencken: “For every human problem there is a solution that is simple,...
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  38.  45
    The Fragile Web of Responsibility: AIDS and the Duty to neat.John D. Arras - 1988 - Hastings Center Report 18 (2):10-20.
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  39.  41
    Neat Embeddings, Omitting Types, and Interpolation: An Overview.Tarek Sayed Ahmed - 2003 - Notre Dame Journal of Formal Logic 44 (3):157-173.
    We survey various results on the relationship among neat embeddings (a notion special to cylindric algebras), complete representations, omitting types, and amalgamation. A hitherto unpublished application of algebraic logic to omitting types of first-order logic is given.
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  40.  36
    Reduction.A. Hütterman & A. C. Love - 2014 - In Paul Humphreys (ed.), The Oxford Handbook of Philosophy of Science. New York, NY, USA: Oxford University Press. pp. 460-484.
    Reduction and reductionism have been central philosophical topics in analytic philosophy of science for more than six decades. Together they encompass a diversity of issues from metaphysics and epistemology. This article provides an introduction to the topic that illuminates how contemporary epistemological discussions took their shape historically and limns the contours of concrete cases of reduction in specific natural sciences. The unity of science and the impulse to accomplish compositional reduction in accord with a layer-cake vision of the sciences, the (...)
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  41. Local reduction in physics.Joshua Rosaler - 2015 - Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 50 (C):54-69.
    A conventional wisdom about the progress of physics holds that successive theories wholly encompass the domains of their predecessors through a process that is often called reduction. While certain influential accounts of inter-theory reduction in physics take reduction to require a single "global" derivation of one theory's laws from those of another, I show that global reductions are not available in all cases where the conventional wisdom requires reduction to hold. However, I argue that a weaker "local" form of reduction, (...)
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  42.  65
    Reduction: Some criteria and criticisms of the structuralist concept.Hans Rott - 1987 - Erkenntnis 27 (2):231 - 256.
    Inter-theoretical reduction has always been a major topic in the structuralist philosophy of science. This paper reviews criteria of adequacy which were put forward by Adams, Sneed, Stegmuller, Mayr, Pearce, Kamlah, and Mormann. The criteria are formalized in a simplified structuralist model, and the logical relations between them are investigated. It turns out that various parts of these criteria are incompatible.
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  43.  48
    A Neat Embedding Theorem For Expansions Of Cylindric Algebras.Tarek Sayed-Ahmed & Basim Samir - 2007 - Logic Journal of the IGPL 15 (1):41-51.
    We generalize two classical results on cylindric algebra to certain expansions of cylindric algebras where the extra operations are defined via first order formulas. The first result is the Neat Embedding Theorem of Henkin and the second is Monk's classical non-finitizability result of the class of representable algebras. As a corollary we obtain known classical results of Johnson and Biro published in the Journal of Symbolic logic.
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  44.  87
    Reduction, emergence and explanation.Michael Silberstein - 2002 - In Peter K. Machamer & Michael Silberstein (eds.), The Blackwell guide to the philosophy of science. Malden, Mass.: Blackwell. pp. 80--107.
    This chapter contains sections titled: Introduction: The Problem of Emergence and Reduction The Varieties of Reductionism: Ontological and Epistemological The Reduction and Emergence Debate Today: Specific Cases Seeming to Warrant the Label of Ontological or Epistemological Emergence Questions for Future Research.
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  45.  67
    Reduction and Emergence in Chemistry.Vanessa A. Seifert - 2019 - Internet Encyclopedia of Philosophy.
    The aim of this article is to present a different perspective through which to examine reduction and emergence; namely, the perspective of chemistry’s relation to physics.
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  46.  43
    Reduction, Explanation, and Realism.K. Lennon & D. Charles (eds.) - 1992 - New York: Oxford University Press.
    Reduction has long been a favourite method of analysis in all areas of philosophy, but in recent years there has been a reaction against it. The contributors to this volume examine the motivations for such anti-reductionist views and assess their coherence and success in a number of fields.
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  47. Should Reductive Physicalists Reject the Causal Argument?Bradford Saad - 2017 - Dialectica 71 (2):263-279.
    Reductive physicalists typically accept the causal argument for their view. On this score, Tiehen parts ways with his fellow reductive physicalists. Heretically, he argues that reductive physicalists should reject the causal argument. After presenting Tiehen's challenge, I defend the orthodoxy. Although not myself a reductive physicalist, I show how reductive physicalists can resist this challenge to the causal argument. I conclude with a positive suggestion about how reductive physicalists should use the causal argument.
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  48. The ‘Reduction’ of Necessity to Non-Modal Essence.Kathrin Koslicki - 2024 - In Kathrin Koslicki & Michael J. Raven (eds.), The Routledge Handbook of Essence in Philosophy. New York, NY: Routledge. pp. 319-332.
    Non-modalists about essence reject the idea that metaphysical modality is prior to essence, e.g., in the sense that the latter can be reduced to or defined in terms of the former. On the contrary, according to these theorists, the explanation, if anything, proceeds in the opposite direction: metaphysical modality does not explain, but is instead explained in terms of, essence. Thus, for non-modalists like Aristotle, Kit Fine and E. J. Lowe, one of the primary theoretical roles of essence is to (...)
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  49. Beyond reduction: philosophy of mind and post-reductionist philosophy of science.Steven Horst - 2007 - New York: Oxford University Press.
    Contemporary philosophers of mind tend to assume that the world of nature can be reduced to basic physics. Yet there are features of the mind consciousness, intentionality, normativity that do not seem to be reducible to physics or neuroscience. This explanatory gap between mind and brain has thus been a major cause of concern in recent philosophy of mind. Reductionists hold that, despite all appearances, the mind can be reduced to the brain. Eliminativists hold that it cannot, and that this (...)
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  50.  51
    Genome reduction as the dominant mode of evolution.Yuri I. Wolf & Eugene V. Koonin - 2013 - Bioessays 35 (9):829-837.
    A common belief is that evolution generally proceeds towards greater complexity at both the organismal and the genomic level, numerous examples of reductive evolution of parasites and symbionts notwithstanding. However, recent evolutionary reconstructions challenge this notion. Two notable examples are the reconstruction of the complex archaeal ancestor and the intron‐rich ancestor of eukaryotes. In both cases, evolution in most of the lineages was apparently dominated by extensive loss of genes and introns, respectively. These and many other cases of reductive evolution (...)
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