Results for 'Haruko Momma'

49 found
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  1.  14
    The Heart, the Gut, and Brain Death in Japan.Haruko Akatsu - 1990 - Hastings Center Report 20 (2):2-2.
  2.  6
    Imagination and Perception.Haruko Miyashita - 1979 - Annals of the Japan Association for Philosophy of Science 5 (4):169-183.
  3. Proofs, pictures, and Euclid.John Mumma - 2010 - Synthese 175 (2):255 - 287.
    Though pictures are often used to present mathematical arguments, they are not typically thought to be an acceptable means for presenting mathematical arguments rigorously. With respect to the proofs in the Elements in particular, the received view is that Euclid's reliance on geometric diagrams undermines his efforts to develop a gap-free deductive theory. The central difficulty concerns the generality of the theory. How can inferences made from a particular diagrams license general mathematical results? After surveying the history behind the received (...)
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  4. A formal system for euclid’s elements.Jeremy Avigad, Edward Dean & John Mumma - 2009 - Review of Symbolic Logic 2 (4):700--768.
    We present a formal system, E, which provides a faithful model of the proofs in Euclid's Elements, including the use of diagrammatic reasoning.
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  5.  11
    An Analysis on Eiko&Koma’s Delicious Movement Workshop.Haruko Sako & Tomoe Aihara - 2015 - Journal of the Philosophy of Sport and Physical Education 37 (1):45-64.
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  6.  13
    Officials of the Afterworld: Ono no Takamura and the Ten Kings of Hell in the Chikurinji engi Illustrated Scrolls.Haruko Wakabayashi - 2009 - Japanese Journal of Religious Studies 36 (2):319-349.
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  7.  9
    Officials of the Afterworld.Haruko Wakabayashi - 2009 - Japanese Journal of Religious Studies 36 (2):319-349.
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  8.  12
    The Dharma for Sovereigns and Warriors: Onjō-ji’s Claim for Legitimacy in Tengu zōshi.Haruko Wakabayashi - 2002 - Japanese Journal of Religious Studies 29 (1-2):35-66.
  9. Diagrams in mathematics: history and philosophy.John Mumma & Marco Panza - 2012 - Synthese 186 (1):1-5.
    Diagrams are ubiquitous in mathematics. From the most elementary class to the most advanced seminar, in both introductory textbooks and professional journals, diagrams are present, to introduce concepts, increase understanding, and prove results. They thus fulfill a variety of important roles in mathematical practice. Long overlooked by philosophers focused on foundational and ontological issues, these roles have come to receive attention in the past two decades, a trend in line with the growing philosophical interest in actual mathematical practice.
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  10. Constructive geometrical reasoning and diagrams.John Mumma - 2012 - Synthese 186 (1):103-119.
    Modern formal accounts of the constructive nature of elementary geometry do not aim to capture the intuitive or concrete character of geometrical construction. In line with the general abstract approach of modern axiomatics, nothing is presumed of the objects that a geometric construction produces. This study explores the possibility of a formal account of geometric construction where the basic geometric objects are understood from the outset to possess certain spatial properties. The discussion is centered around Eu , a recently developed (...)
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  11.  35
    The Eu Approach to Formalizing Euclid: A Response to “On the Inconsistency of Mumma’s Eu”.John Mumma - 2019 - Notre Dame Journal of Formal Logic 60 (3):457-480.
    In line with Ken Manders’s seminal account of Euclid’s diagrammatic method in the “The Euclidean Diagram,” two proof systems with a diagrammatic syntax have been advanced as formalizations of the method FG and Eu. In a paper examining Eu, Nathaniel Miller, the creator of FG, has identified a variety of technical problems with the formal details of Eu. This response shows how the problems are remedied.
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  12. The Origin of the Indirect Passions in the Treatise: An Analogy Between Books 1 and 2.Haruko Inoue - 2003 - Hume Studies 29 (2):205-221.
    In lieu of an abstract, here is a brief excerpt of the content:Hume Studies Volume 29, Number 2, November 2003, pp. 205-221 The Origin of the Indirect Passions in the Treatise: An Analogy between Books 1 and 2 HARUKOINOUE 1. The Analogy Between Book 1 and Book 2 If the central design of the Treatise is to demonstrate that "the subjects of the Understanding and Passions make a complete chain of reasoning by themselves" (T 2; SBN xii), as Hume advertises, (...)
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  13.  14
    Personal Identity Regarding the Passions in Hume’s Treatise.Haruko Inoue - 2018 - History of Philosophy Quarterly 35 (3):241-258.
  14.  15
    Hume’s Hypothesis of the Double Relation of Impressions and Ideas in the Treatise.Haruko Inoue - 2023 - Hume Studies 48 (1):61-77.
    Abstract:What is Hume’s hypothesis of the double relation of impressions and ideas from which a passion arises? How does it operate in structuring his system? These are primary questions that need to be answered in order to understand Hume’s intention in the Treatise. Yet, there exists no reasonable answers, nor serious attempts to answer them, probably because this hypothesis is considered as a limited issue, relevant only to the indirect passions, or because it is too mechanical and unsophisticated to excite (...)
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  15.  27
    The Origin of the Indirect Passions in the Treatise: An Analogy Between Books 1 and 2.Haruko Inoue - 2003 - Hume Studies 29 (2):205-221.
    In lieu of an abstract, here is a brief excerpt of the content:Hume Studies Volume 29, Number 2, November 2003, pp. 205-221 The Origin of the Indirect Passions in the Treatise: An Analogy between Books 1 and 2 HARUKOINOUE 1. The Analogy Between Book 1 and Book 2 If the central design of the Treatise is to demonstrate that "the subjects of the Understanding and Passions make a complete chain of reasoning by themselves" (T 2; SBN xii), as Hume advertises, (...)
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  16.  38
    Hume's Position Concerning Other Minds.Haruko Inoue - 2003 - Annals of the Japan Association for Philosophy of Science 11 (2):75-86.
  17.  41
    ^|^ldquo;Conversion^|^rdquo; in Hume's Theory of Passions.Haruko Inoue - 2002 - Annals of the Japan Association for Philosophy of Science 10 (4):155-171.
  18.  87
    Nathaniel Miller. Euclid and his twentieth century rivals: Diagrams in the logic of euclidean geometry. Csli studies in the theory and applications of diagrams.John Mumma - 2008 - Philosophia Mathematica 16 (2):256-264.
    It is commonplace to view the rigor of the mathematics in Euclid's Elements in the way an experienced teacher views the work of an earnest beginner: respectable relative to an early stage of development, but ultimately flawed. Given the close connection in content between Euclid's Elements and high-school geometry classes, this is understandable. Euclid, it seems, never realized what everyone who moves beyond elementary geometry into more advanced mathematics is now customarily taught: a fully rigorous proof cannot rely on geometric (...)
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  19. Sur quelques points d'algebre homologique.E. Dean J. Avigad & J. Mumma - 2009 - Review of Symbolic Logic 2 (4):700-768.
  20.  9
    Grammatical dependencies shape compositional units in sentence production.Shota Momma - 2023 - Cognition 240 (C):105577.
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  21.  6
    Syntactic category constrains lexical competition in speaking.Shota Momma, Julia Buffinton, L. Robert Slevc & Colin Phillips - 2020 - Cognition 197:104183.
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  22.  28
    Carroll’s Infinite Regress and the Act of Diagramming.John Mumma - 2019 - Topoi 38 (3):619-626.
    The infinite regress of Carroll’s ‘What the Tortoise said to Achilles’ is interpreted as a problem in the epistemology of mathematical proof. An approach to the problem that is both diagrammatic and non-logical is presented with respect to a specific inference of elementary geometry.
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  23.  51
    Le rôle du contenu géométrique dans le raisonnement diagrammatique d'Euclide.John Mumma - 2011 - Les Etudes Philosophiques 97 (2):243.
    Rav et Leitgeb défendent la thèse de l’autonomie des preuves informelles par rapport aux systèmes formels de preuve. Azzouni, au contraire développe une explication qui réduit les preuves informelles à un réseau de systèmes formels sous-jacents. L’objectif principal de cet article est de démontrer la possibilité d’une position tierce médiane mettant en avant une explication quasi formelle de la méthode de preuve dans les Éléments. L’explication est quasi formelle, plutôt que formelle, en ce qu’elle donne au contenu géométrique un rôle (...)
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  24.  14
    Die Stellung der Frau im Shintō: Eine religions-phänomenologische und -soziologische UntersuchungDie Stellung der Frau im Shinto: Eine religions-phanomenologische und -soziologische Untersuchung.Felicia G. Bock & Haruko Okano - 1979 - Journal of the American Oriental Society 99 (3):501.
  25.  9
    Learning structural alternations: What guides learners’ generalization?Sin Hang Lau, Shota Momma & Victor S. Ferreira - 2021 - Cognition 215 (C):104828.
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  26.  49
    Counterexample Search in Diagram‐Based Geometric Reasoning.Yacin Hamami, John Mumma & Marie Amalric - 2021 - Cognitive Science 45 (4):e12959.
    Topological relations such as inside, outside, or intersection are ubiquitous to our spatial thinking. Here, we examined how people reason deductively with topological relations between points, lines, and circles in geometric diagrams. We hypothesized in particular that a counterexample search generally underlies this type of reasoning. We first verified that educated adults without specific math training were able to produce correct diagrammatic representations contained in the premisses of an inference. Our first experiment then revealed that subjects who correctly judged an (...)
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  27.  92
    Prolegomena to a cognitive investigation of Euclidean diagrammatic reasoning.Yacin Hamami & John Mumma - 2013 - Journal of Logic, Language and Information 22 (4):421-448.
    Euclidean diagrammatic reasoning refers to the diagrammatic inferential practice that originated in the geometrical proofs of Euclid’s Elements. A seminal philosophical analysis of this practice by Manders (‘The Euclidean diagram’, 2008) has revealed that a systematic method of reasoning underlies the use of diagrams in Euclid’s proofs, leading in turn to a logical analysis aiming to capture this method formally via proof systems. The central premise of this paper is that our understanding of Euclidean diagrammatic reasoning can be fruitfully advanced (...)
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  28.  22
    Linguistic representations and memory architectures: The devil is in the details.Dustin Alfonso Chacón, Shota Momma & Colin Phillips - 2016 - Behavioral and Brain Sciences 39.
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  29.  39
    Universal intuitions of spatial relations in elementary geometry.Ineke J. M. Van der Ham, Yacin Hamami & John Mumma - 2017 - Journal of Cognitive Psychology 29 (3):269-278.
    Spatial relations are central to geometrical thinking. With respect to the classical elementary geometry of Euclid’s Elements, a distinction between co-exact, or qualitative, and exact, or metric, spatial relations has recently been advanced as fundamental. We tested the universality of intuitions of these relations in a group of Senegalese and Dutch participants. Participants performed an odd-one-out task with stimuli that in all but one case display a particular spatial relation between geometric objects. As the exact/co-exact distinction is closely related to (...)
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  30.  15
    Hippocampus and Parahippocampus Volume Reduction Associated With Impaired Olfactory Abilities in Subjects Without Evidence of Cognitive Decline.Satomi Kubota, Yuri Masaoka, Haruko Sugiyama, Masaki Yoshida, Akira Yoshikawa, Nobuyoshi Koiwa, Motoyasu Honma, Ryuta Kinno, Keiko Watanabe, Natsuko Iizuka, Masahiro Ida, Kenjiro Ono & Masahiko Izumizaki - 2020 - Frontiers in Human Neuroscience 14.
  31. Cognitive processing of spatial relations in Euclidean diagrams.Yacin Hamami, Milan N. A. van der Kuil, Ineke J. M. van der Ham & John Mumma - 2020 - Acta Psychologica 205:1--10.
    The cognitive processing of spatial relations in Euclidean diagrams is central to the diagram-based geometric practice of Euclid's Elements. In this study, we investigate this processing through two dichotomies among spatial relations—metric vs topological and exact vs co-exact—introduced by Manders in his seminal epistemological analysis of Euclid's geometric practice. To this end, we carried out a two-part experiment where participants were asked to judge spatial relations in Euclidean diagrams in a visual half field task design. In the first part, we (...)
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  32.  6
    “My Momma Wouldn’t Give Me to the Count of Three”: A Sociological Response to Philosophical Critiques of the No-Excuses Approach to Schooling.Amy J. Shelton - 2016 - Philosophy of Education 72:291-299.
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  33.  5
    Momma Said [Education’ll] Knock You Out.Kal Alston - 2016 - Philosophy of Education 72:300-302.
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  34. When Momma Speaks: The Bible and Motherhood from a Womanist Perspective.[author unknown] - 2016
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  35. Momma taught us to keep a clean house.Ashley D. Hairston - 2013 - Continent 3 (2):66-69.
    This piece, included in the drift special issue of continent. , was created as one step in a thread of inquiry. While each of the contributions to drift stand on their own, the project was an attempt to follow a line of theoretical inquiry as it passed through time and the postal service(s) from October 2012 until May 2013. This issue hosts two threads: between space & place and between intention & attention . The editors recommend that to experience the (...)
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  36. But momma never told me about philosophy papers.Eric Lormand - manuscript
    Besides coming up with something interesting to think about and to say, there is one primary secret to writing a good philosophy paper. But it wouldn’t be much of a secret if I told you, would it? No … wait … it’s..
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  37.  42
    On the Inconsistency of Mumma's Eu.Nathaniel Miller - 2012 - Notre Dame Journal of Formal Logic 53 (1):27-52.
    In several articles, Mumma has presented a formal diagrammatic system Eu meant to give an account of one way in which Euclid's use of diagrams in the Elements could be formalized. However, largely because of the way in which it tries to limit case analysis, this system ends up being inconsistent, as shown here. Eu also suffers from several other problems: it is unable to prove several wide classes of correct geometric claims and contains a construction rule that is probably (...)
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  38. H. Momma, The Composition of Old English Poetry.(Cambridge Studies in Anglo-Saxon England, 20.) Cambridge, Eng.: Cambridge University Press, 1997. Pp. xiii, 205; 8 black-and-white figures. $49.95. [REVIEW]Geoffrey Russom - 2000 - Speculum 75 (1):224-226.
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  39. If it weren't for bad luck, I wouldn't have no luck at all : blues and the human condition. Why can't we be satisfied? : blues is knowin' how to cope / Brian Domino ; Doubt and the human condition : nobody loves me but my momma- and she might be jivin' too / Jesse R. Steinberg ; Blues and emotional trauma : blues as musical therapy / Robert D. Stolorow and Benjamin A. Stolorow ; Suffering, spirituality, and sensuality : religion and the blues / Joseph J. Lynch ; Worrying the line : blues as story, song, and prayer. [REVIEW]Kimberly Connor - 2012 - In Jesse R. Steinberg & Abrol Fairweather (eds.), Blues -- Philosophy for Everyone: Thinking Deep About Feeling Low. Wiley-Blackwell.
     
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  40.  25
    The Acid Test for Biological Science: STAP Cells, Trust, and Replication.Cheryl Lancaster - 2016 - Science and Engineering Ethics 22 (1):147-167.
    In January 2014, a letter and original research article were published in Nature describing a process whereby somatic mouse cells could be converted into stem cells by subjecting them to stress. These “stimulus-triggered acquisition of pluripotency” cells were shown to be capable of contributing to all cell types of a developing embryo, and extra-embryonic tissues. The lead author of the publications, Haruko Obokata, became an overnight celebrity in Japan, where she was dubbed the new face of Japanese science. However, (...)
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  41. Ballard: A Portrait of Placemaking.Laura Dean & Jesse McClelland - 2013 - Continent 3 (2):40-42.
    This piece, included in the drift special issue of continent. , was created as one step in a thread of inquiry. While each of the contributions to drift stand on their own, the project was an attempt to follow a line of theoretical inquiry as it passed through time and the postal service(s) from October 2012 until May 2013. This issue hosts two threads: between space & place and between intention & attention . The editors recommend that to experience the (...)
     
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  42. Those Between the Common.April Vannini - 2013 - Continent 3 (2):34-39.
    This piece, included in the drift special issue of continent. , was created as one step in a thread of inquiry. While each of the contributions to drift stand on their own, the project was an attempt to follow a line of theoretical inquiry as it passed through time and the postal service(s) from October 2012 until May 2013. This issue hosts two threads: between space & place and between intention & attention . The editors recommend that to experience the (...)
     
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  43.  48
    Animals and the Concept of Dignity: Critical Reflections on a Circus Performance.Suzanne Laba Cataldi - 2002 - Ethics and the Environment 7 (2):104-126.
    This essay concerns the dignity of nonhuman animals. It is composed of three sections. The first recounts my experience of a Moscow Circus performance and records some of my thoughts, feelings, and observations of this circus' famous bears. As is obvious from that account, the performance and presentation of the bears seemed to me to be undignified in a nontrivial, that is, morally objectionable sense of the word. The second section of the essay tries to specify that sense, to identify (...)
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  44.  91
    Animals and the concept of dignity: Critical reflections on a circus performance.Suzanne Laba Cataldi - 2002 - Ethics and the Environment 7 (2):104-126.
    : This essay concerns the dignity of nonhuman animals. It is composed of three sections. The first recounts my experience of a Moscow Circus performance and records some of my thoughts, feelings, and observations of this circus' famous bears. As is obvious from that account, the performance and presentation of the bears seemed to me to be undignified in a nontrivial, that is, morally objectionable sense of the word. The second section of the essay tries to specify that sense, to (...)
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  45.  9
    Oppression.Françoise Lionnet - 2023 - Substance 52 (1):169-176.
    In lieu of an abstract, here is a brief excerpt of the content:Oppression1Françoise Lionnet (bio)In her disquietingly incandescent poetic novella, La vie de Josephin le fou, completed with the energy of urgency in just two weeks in November 2002,2 Mauritian author Ananda Devi explores Joséphin's relationship with the protective aquatic environment that becomes his refuge from domestic abuse and maternal rejection:J'ai pris l'habitude d'aller dans la mer chaque fois que le monde d'en haut criait trop fort. La mer m'a accueilli (...)
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  46. The Garage (Take One).Sean Smith - 2013 - Continent 3 (2):70-87.
    This piece, included in the drift special issue of continent. , was created as one step in a thread of inquiry. While each of the contributions to drift stand on their own, the project was an attempt to follow a line of theoretical inquiry as it passed through time and the postal service(s) from October 2012 until May 2013. This issue hosts two threads: between space & place and between intention & attention . The editors recommend that to experience the (...)
     
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  47. The Call of The Wild: Terror Modulations.Berit Soli-Holt & Isaac Linder - 2013 - Continent 3 (2):60-65.
    This piece, included in the drift special issue of continent., was created as one step in a thread of inquiry. While each of the contributions to drift stand on their own, the project was an attempt to follow a line of theoretical inquiry as it passed through time and the postal service from October 2012 until May 2013. This issue hosts two threads: between space & place and between intention & attention. The editors recommend that to experience the drifiting thought (...)
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  48.  11
    Rigor and the Context-Dependence of Diagrams: The Case of Euler Diagrams.David Waszek - 2018 - In Peter Chapman, Gem Stapleton, Amirouche Moktefi, Sarah Perez-Kriz & Francesco Bellucci (eds.), Diagrammatic Representation and Inference. Cham: Springer. pp. 382-389.
    Euler famously used diagrams to illustrate syllogisms in his Lettres à une princesse d’Allemagne [1]. His diagrams are usually seen as suffering from a fatal “ambiguity problem” [11]: as soon as they involve intersecting circles, which are required for the representation of existential statements, it becomes unclear what exactly may be read off from them, and as Hammer & Shin conclusively showed, any set of reading conventions can lead to erroneous conclusions. I claim that Euler diagrams can, however, be used (...)
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  49. Crossroad.Amara Hark Weber - 2013 - Continent 3 (2):43-59.
    This piece, included in the drift special issue of continent. , was created as one step in a thread of inquiry. While each of the contributions to drift stand on their own, the project was an attempt to follow a line of theoretical inquiry as it passed through time and the postal service(s) from October 2012 until May 2013. This issue hosts two threads: between space & place and between intention & attention . The editors recommend that to experience the (...)
     
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