Search results for 'Q. Zirión' (try it on Scholar)

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  1.  17
    Q. Zirión (2006). The Call “Back to the Things Themselves” and the Notion of Phenomenology. Husserl Studies 22 (1):29-51.
  2.  17
    Antonio Zirión (2000). Phenomenology in Mexico: A Historical Profile. Continental Philosophy Review 33 (1):75-92.
    The paper presents a journey along the history of phenomenology (Husserlian Phenomenology or phenomenology derived from Husserl) in Mexico, dealing mainly with its appropriation in the field of philosophy proper. The survey covers almost the whole century, leaving out only the last years and the present situation. Although all those philosophers who came in touch with phenomenology in a significant way in that period are mentioned here, particular attention is laid upon three figures and their meaning in Mexican philosophical culture: (...)
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  3.  37
    Emmanuel Haven (2011). Itô's Lemma with Quantum Calculus (Q-Calculus): Some Implications. [REVIEW] Foundations of Physics 41 (3):529-537.
    q-derivatives are part of so called quantum calculus. In this paper we investigate how such derivatives can possibly be used in Itô’s lemma. This leads us to consider how such derivatives can be used in a social science setting. We conclude that in a Itô Lemma setting we cannot use a macroscopic version of the Heisenberg uncertainty principle with q-derivatives.
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  4.  12
    Ulrich Höhle (1998). GL-Quantales: Q-Valued Sets and Their Singletons. [REVIEW] Studia Logica 61 (1):123-148.
    Q-valued sets are non-classical models of the formalized theory of identity with existence predicate based on the axioms of a non-commutative and non-idempotent logic. The singleton monad on the category of Q-valued sets is constructed, and elementary properties of T-algebras of the singleton monad are investigated.
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  5.  52
    Zirión Q. Antonio (1995). The Marginal Notes of José Gaos in 'Ideas I'. Husserl Studies 12 (1):19-53.
  6.  6
    Fuad Aleskerov & Yetkin Çinar (2008). 'Q-Pareto-Scalar' Two-Stage Extremization Model and its Reducibility to One-Stage Model. Theory and Decision 65 (4):325-338.
    A two-stage sequential choice model is studied, the first stage being defined by q-Pareto multicriterial choice rule, and the second stage being defined by scalar extremization model. In this model, at the first stage the q-Pareto rule choses alternatives which are not only undominated in terms of Pareto comparison, but also includes into choice the alternatives which are dominated by no more than q alternatives. Since the choice set of the first-stage usually contains too many elements, obtained set is used (...)
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  7.  31
    Fabrice Correia (2001). Priorean Strict Implication, Q and Related Systems. Studia Logica 69 (3):411-427.
    We introduce a system PSI for a strict implication operator called Priorean strict implication. The semantics for PSI is based on partial Kripke models without accessibility relations. PSI is proved sound and complete with respect to that semantics, and Prior's system Q and related systems are shown to be fragments of PSI or of a mild extension of it.
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  8. A. Zirion Q. (1995). The Marginal Notes of José Caos in Ideas I. Husserl Studies 12 (1):19-53.
     
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  9.  5
    Klaus Pinn (1999). Order and Chaos in Hofstadter's Q Sequence. Complexity 4 (3):41-46.
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  10.  8
    David L. Carr (2004). Ladino and Q'eqchí Maya Land Use and Land Clearing in the Sierra de Lacandón National Park, Petén, Guatemala. Agriculture and Human Values 21 (2/3):171-179.
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  11.  3
    Xueling Ma, Jianming Zhan & Young B. Jun (2009). On (∈, ∈ ∨ Q)‐Fuzzy Filters of R0‐Algebras. Mathematical Logic Quarterly 55 (5):493-508.
    In this paper, we introduce the notions of -fuzzy filters and -fuzzy Boolean filters in R0-algebras and investigate some of their related properties. Some characterization theorems of these generalized fuzzy filters are derived. In particular, we prove that a fuzzy set in R0-algebras is an -fuzzy Boolean filter if and only if it is an -fuzzy implicative filter. Finally, we consider the concepts of implication-based fuzzy Boolean filters of R0-algebras.
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  12. Q. Fever Continued on Page Two (2011). Query About Q Fever. Critical Review 149:1-16.
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  13. Pierre Matet & Janusz Pawlikowski (2003). Q-Pointness, P-Pointness and Feebleness of Ideals. Journal of Symbolic Logic 68 (1):235-261.
    We study the degree of (weak) Q-pointness, and that of (weak) P-pointness, of ideals on a regular infinite cardinal.
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  14. Graciela Domenech, Federico Holik & Décio Krause (2008). Q-Spaces and the Foundations of Quantum Mechanics. Foundations of Physics 38 (11):969-994.
    Our aim in this paper is to take quite seriously Heinz Post’s claim that the non-individuality and the indiscernibility of quantum objects should be introduced right at the start, and not made a posteriori by introducing symmetry conditions. Using a different mathematical framework, namely, quasi-set theory, we avoid working within a label-tensor-product-vector-space-formalism, to use Redhead and Teller’s words, and get a more intuitive way of dealing with the formalism of quantum mechanics, although the underlying logic should be modified. We build (...)
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  15. Arthur W. Collins (1997). Personal Identity and the Coherence of Q-Memory. Philosophical Quarterly 47 (186):73-80.
    Brian Garrett constructs cases satisfying Andy Hamilton’s definition of weak q‐memory. This does not establish that a peculiar kind of memory is at least conceptually coherent. Any ‘apparent memory experiences’ that satisfy the definition turn out not to involve remembering anything at all. This conclusion follows if we accept, as both Hamilton and Garrett do, a variety of first‐person authority according to which memory judgements may be false, but not on the ground that someone other than the remembering subject had (...)
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  16.  72
    R. M. Asherova, J. P. Draayer, Yu I. Kharitonov & Yu F. Smirnov (1997). The Biedenharn-Louck-Hecht Resolution of the Outer Multiplicity Problem for theU(3) andU Q (3) Groups. Foundations of Physics 27 (7):1035-1046.
    The solution of the outer multiplicity problem in the tensor product of U(3) irreducible representations (irreps) developed by Biedenharn et al.(1–7) and realized through the well-known Draayer-Akiyama (DA) computer code(8) is extended to the quantum algebra Uq(3). An analytic formula for special stretched Uq(3) Wigner coefficients, $$\left\langle {(\lambda _1 \mu _1 ) H_1 , (\lambda _2 \mu _2 ) \varepsilon _2 \Lambda _2 m_2 \left| { (\lambda _3 \mu _3 ) H_3 } \right.} \right\rangle _{\max }^q $$ is derived using (...)
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  17. Josh Weisberg (2011). The Zombie's Cogito: Meditations on Type-Q Materialism. Philosophical Psychology 24 (5):585 - 605.
    Most materialist responses to the zombie argument against materialism take either a ?type-A? or ?type-B? approach: they either deny the conceivability of zombies or accept their conceivability while denying their possibility. However, a ?type-Q? materialist approach, inspired by Quinean suspicions about a priority and modal entailment, rejects the sharp line between empirical and conceptual truths needed for the traditional responses. In this paper, I develop a type-Q response to the zombie argument, one stressing the theory-laden nature of our conceivability and (...)
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  18. Maria Bittner & Naja Trondhjem (2008). Quantification as Reference: Evidence From Q-Verbs. In Lisa Matthewson (ed.), Quantification: A Cross-Linguistic Perspective. Emerald 7-66.
    Formal semantics has so far focused on three categories of quantifiers, to wit, Q-determiners (e.g. 'every'), Q-adverbs (e.g. 'always'), and Q-auxiliaries (e.g. 'would'). All three can be analyzed in terms of tripartite logical forms (LF). This paper presents evidence from verbs with distributive affixes (Q-verbs), in Kalaallisut, Polish, and Bininj Gun-wok, which cannot be analyzed in terms of tripartite LFs. It is argued that a Q-verb involves discourse reference to a distributive verbal dependency, i.e. an episode-valued function that sends different (...)
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  19.  13
    Anthony Duncan & Michel Janssen, Mind Your P's and Q's: Von Neumann Versus Jordan on the Foundations of Quantum Theory.
    In early 1927, Pascual Jordan published his version of what came to be known as the Dirac-Jordan statistical transformation theory. Later that year and partly in response to Jordan, John von Neumann published the modern Hilbert space formalism of quantum mechanics. Central to both formalisms are expressions for conditional probabilities of finding some value for one quantity given the value of another. Beyond that Jordan and von Neumann had very different views about the appropriate formulation of problems in the new (...)
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  20.  16
    Paul Boyle, Sarah Gruber, Thomas Webler, Heidi Lyn, Jessica Sickler, Diana Reiss, John Fraser & Katherine Lemcke (2006). Social Narratives Surrounding Dolphins: Q Method Study. Society and Animals 14 (4):351-382.
    In preparation for development of an exhibit on the cognitive abilities of dolphins, the Wildlife Conservation Society sought to determine potential visitor's social perspectives about dolphin intelligence, and how these beliefs might influence acceptance of scientific information. The study reported here used Q methodology to identify these underlying social perspectives. The study of adults and the study of children each revealed three distinct perspectives. While consensus emerged among adults on points about dolphins' high intelligence and communication abilities, the three perspectives (...)
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  21.  27
    Jessica Sickler, John Fraser, Thomas Webler, Diana Reiss, Paul Boyle, Heidi Lyn, Katherine Lemcke & Sarah Gruber (2006). Social Narratives Surrounding Dolphins: Q Method Study. Society and Animals 14 (4):351.
    In preparation for development of an exhibit on the cognitive abilities of dolphins, the Wildlife Conservation Society sought to determine potential visitor's social perspectives about dolphin intelligence, and how these beliefs might influence acceptance of scientific information. The study reported here used Q methodology to identify these underlying social perspectives. The study of adults and the study of children each revealed three distinct perspectives. While consensus emerged among adults on points about dolphins' high intelligence and communication abilities, the three perspectives (...)
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  22.  24
    Mihai Ganea (2007). Burgess' PV Is Robinson's Q. Journal of Symbolic Logic 72 (2):619 - 624.
    In [2] John Burgess describes predicative versions of Frege's logic and poses the problem of finding their exact arithmetical strength. I prove here that PV, the simplest such theory, is equivalent to Robinson's arithmetical theory Q.
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  23.  25
    Stefan Wölfl (2002). Propositional Q-Logic. Journal of Philosophical Logic 31 (5):387-414.
    Topic of the paper is Q-logic - a logic of agency in its temporal and modal context. Q-logic may be considered as a basal logic of agency since the most important stitoperators discussed in the literature can be defined or axiomatized easily within its semantical and syntactical framework. Its basic agent dependent operator, the Q-operator (also known as Δ- or cstit-operator), which has been discussed independently by E v. Kutschera and B. E Chellas, is investigated here in respect of its (...)
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  24.  8
    Dan E. Willard (2002). How to Extend the Semantic Tableaux and Cut-Free Versions of the Second Incompleteness Theorem Almost to Robinson's Arithmetic Q. Journal of Symbolic Logic 67 (1):465-496.
    Let us recall that Raphael Robinson's Arithmetic Q is an axiom system that differs from Peano Arithmetic essentially by containing no Induction axioms [13], [18]. We will generalize the semantic-tableaux version of the Second Incompleteness Theorem almost to the level of System Q. We will prove that there exists a single rather long Π 1 sentence, valid in the standard model of the Natural Numbers and denoted as V, such that if α is any finite consistent extension of Q + (...)
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  25.  53
    Seiki Akama, Yasunori Nagata & Chikatoshi Yamada (2008). Three-Valued Temporal Logic Q T and Future Contingents. Studia Logica 88 (2):215-231.
    Prior's three-valued modal logic Q was developed as a philosophically interesting modal logic. Thus, we should be able to modify Q as a temporal logic. Although a temporal version of Q was suggested by Prior, the subject has not been fully explored in the literature. In this paper, we develop a three-valued temporal logic $Q_t $ and give its axiomatization and semantics. We also argue that $Q_t $ provides a smooth solution to the problem of future contingents.
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  26.  17
    Eric Barnes (1994). Why P Rather Than Q? The Curiosities of Fact and Foil. Philosophical Studies 73 (1):35 - 53.
    In this paper I develop a theory of contrastive why questions that establishes under what conditions it is sensible to ask "why p rather than q?". p and q must be outcomes of a single type of causal process.
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  27.  16
    V. Koubek & J. Sichler (2004). On Relative Universality and Q-Universality. Studia Logica 78 (1-2):279 - 291.
    Adams and Dziobiak proved that any finite-to-finite universal quasivariety must be Q-universal, and then asked whether a somewhat weaker hypothesis could lead to the same conclusion. We show that their original hypothesis cannot be weakened to its naturally extreme form.
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  28. R. Sh Omanadze & Irakli O. Chitaia (2012). Q 1-Degrees of Ce Sets. Archive for Mathematical Logic 51 (5-6):503-515.
    We show that the Q-degree of a hyperhypersimple set includes an infinite collection of Q 1-degrees linearly ordered under ${\leq_{Q_1}}$ with order type of the integers and consisting entirely of hyperhypersimple sets. Also, we prove that the c.e. Q 1-degrees are not an upper semilattice. The main result of this paper is that the Q 1-degree of a hemimaximal set contains only one c.e. 1-degree. Analogous results are valid for ${\Pi_1^0}$ s 1-degrees.
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  29.  8
    W. Sanday (1892). Recent Publications Dealing with the Latin Fathers Q. Sept. Florent. Tertulliani Opera Ex Recensione Aug. Reifferscheid Et Georg Wissowa. Pars I. Vienna, Tempsky, 1890. Mk. 15.60. Patristische Studien I. II. III. IV. (From Sitzungsberichte D. Kais. Akad. D. Wiss. In Wien. Phil.-Histor. Classe, Band Cxx.) By Dr. Wilhelm von Hartel. Vienna, Tempsky, 1890. Mk. 5.80. Studia Ecclesiastica. Tertullianus. I. Critica Et Interpretatoria Scripsit DR. J. Van Der Vliet. Leyden, Brill, 1891. 2s. 6d. Gai Vetti Aquiliai Juvenci Evangeliorum Libri Quattuor. Ed. J. Huemer, Vienna, 1891. Mk. 7. 20. Ueber Das Evangelienbuch des Juvencus in Seinem Verhältniss Zum Bibeltext. By K. Marold. [Zeitschrift Für Wissenschaftliclie Theologie, 1890, Pp. 329–341.] Geschichte der Christlich-Lateinisehen Poesie. By M. Manitius. Stuttgart, 1891. 12 Mk. [REVIEW] The Classical Review 6 (1-2):45-50.
    Q. Sept. Florent. Tertulliani Opera ex recensione Aug. Reifferscheid et Georg Wissowa. Pars I. Vienna, Tempsky, 1890. Mk. 15.60. Patristische Studien I. II. III. IV. By Dr. Wilhelm von Hartel. Vienna, Tempsky, 1890. Mk. 5.80. Studia Ecclesiastica. Tertullianus. I. Critica et Interpretatoria scripsit DR. J. Van Der Vliet. Leyden, Brill, 1891. 2s. 6d. Gai Vetti Aquiliai Juvenci Evangeliorum Libri Quattuor. Ed. J. Huemer, Vienna, 1891. Mk. 7. 20. Ueber das Evangelienbuch des Juvencus in seinem Verhältniss zum Bibeltext. By K. Marold. (...)
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  30.  12
    Guohua Wu (2003). Q-Measures on Q Κ Λ. Archive for Mathematical Logic 42 (2):201-204.
    We give a characterization of strongly compact cardinals in terms of Q κ λ. We also prove that weakly normal Q-measures on Q κ λ are ⊂κ-normal.
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  31.  10
    Mitio Takano (1987). Ordered Sets R and Q as Bases of Kripke Models. Studia Logica 46 (2):137 - 148.
    Those formulas which are valid in every Kripke model having constant domain whose base is the ordered set R of real numbers (or, the ordered set Q of rational numbers) are characterized syntactically.
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  32.  28
    Susan Brower-Toland (2002). Instantaneous Change and the Physics of Sanctification: "Quasi-Aristotelianism" in Henry of Ghent's Quodlibet XV Q. 13. Journal of the History of Philosophy 40 (1):19-46.
    In Quodlibet XV q.13, Henry of Ghent considers whether the Virgin Mary was immaculately conceived. He argues that she was not, but rather possessed sin only at the first instant of her existence. Because Henry’s defense of this position involves an elaborate discussion of motion and mutation, his discussion marks an important contribution to medieval discussions of Aristotelian natural philosophy. In fact, a number of scholars have identified Henry’s discussion as the source of an unusual fourteenth-century theory of change referred (...)
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  33.  4
    Alexandra Shlapentokh (2009). Rings of Algebraic Numbers in Infinite Extensions of {Mathbb {Q}} and Elliptic Curves Retaining Their Rank. Archive for Mathematical Logic 48 (1):77-114.
    We show that elliptic curves whose Mordell–Weil groups are finitely generated over some infinite extensions of ${\mathbb {Q}}$ , can be used to show the Diophantine undecidability of the rings of integers and bigger rings contained in some infinite extensions of rational numbers.
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  34.  34
    Georg Northoff (2000). Are "Q-Memories" Empirically Realistic? A Neurophilosophical Approach. Philosophical Psychology 13 (2):191-211.
    "Quasi-memories," necessarily presupposing a distinction between an "experiencing" and a "remembering" person, are considered by Parfit and Shoemaker as necessary and/or sufficient criteria for personal identity. However, the concept of "q-memories" is rejected by Schechtman since, according to her, neither "content" and "experience" can be separated from each other in "q-memories" ("principal inseparability") nor can they be distinguished from delusions/confabulations ("principal indistinguishability"). The purpose of the present paper is to demonstrate that, relying on a neurophilosophical approach, both arguments can be (...)
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  35.  5
    Guram Bezhanishvili & Joel Lucero-Bryan (2012). Subspaces of {Mathbb{Q}} Whose D-Logics Do Not Have the FMP. Archive for Mathematical Logic 51 (5-6):661-670.
    We show that subspaces of the space ${\mathbb{Q}}$ of rational numbers give rise to uncountably many d-logics over K4 without the finite model property.
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  36.  10
    Lauri Hella & Kerkko Luosto (1992). The Beth-Closure of L(Qα) is Not Finitely Generated. Journal of Symbolic Logic 57 (2):442 - 448.
    We prove that if ℵα is uncountable and regular, then the Beth-closure of Lωω(Qα) is not a sublogic of L∞ω(Qn), where Qn is the class of all n-ary generalized quantifiers. In particular, B(Lωω(Qα)) is not a sublogic of any finitely generated logic; i.e., there does not exist a finite set Q of Lindstrom quantifiers such that B(Lωω(Qα)) ≤ Lωω(Q).
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  37.  5
    Wendy Petersen Boring (2010). ""Revising Our Approach to" Augustinian Illumination": A Reconsideration of Bonaventure's Quaestiones Disputatae de Scientia Christi IV, Aquinas's Summa Theologiae Ia. 84, 1-8, and Henry of Ghent's, Summa Quaestionum Ordinarum, Q. 2, Art. 1, 2. [REVIEW] Franciscan Studies 68 (1):39-81.
    In lieu of an abstract, here is a brief excerpt of the content:A great deal of ink has been spilled on the topic of "Augustinian illumination" over the past two hundred years. Why add more? Although there have been, and continue to be, disagreements over the philosophical relevance of "Augustinian illumination," a standard picture of "Augustinian illumination" is widespread in journal articles, encyclopedias, and commentaries on medieval philosophy. "Augustinian illumination" is widely understood as that Platonic account of knowledge that holds (...)
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  38.  2
    Søren Riis (1997). Count(Q) Versus the Pigeon-Hole Principle. Archive for Mathematical Logic 36 (3):157-188.
    For each $p \geq 2$ there exists a model ${\bf M}^{*}$ of $I\Delta_{0}(\alpha)$ which satisfies the Count( $p$ ) principle. Furthermore, if $p$ contains all prime factors of $q$ there exist $n,r \in {\bf M}^{*}$ and a bijective map $f \in {\rm dom}({\bf M}^{*})$ mapping $\{1,2,\ldots,n\}$ onto $\{1,2,\ldo ts,n+q^{r}\}$ . A corollary is a complete classification of the Count( $q$ ) versus Count( $p$ ) problem. Another corollary shows that the pigeon-hole principle for injective maps does not follow from any (...)
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  39.  10
    William Wong, Arnold R. Eiser, Robert G. Mrtek & Paul S. Heckerling (2004). By-Person Factor Analysis in Clinical Ethical Decision Making: Q Methodology in End-of-Life Care Decisions. American Journal of Bioethics 4 (3):W8-W22.
    Objective: To determine the usefulness of Q methodology to locate and describe shared subjective influences on clinical decision making among participant physicians using hypothetical cases containing common ethical issues. Design: Qualitative study using by-person factor analysis of subjective Q sort data matrix. Setting: University medical center. Participants: Convenience sample of internal medicine attending physicians and house staff (n = 35) at one midwestern academic health sciences center. Interventions: Presented with four hypothetical cases involving urgent decision making near the end of (...)
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  40.  1
    Mao-Chang Wang (2015). Value Relevance of Tobin’s Q and Corporate Governance for the Taiwanese Tourism Industry. Journal of Business Ethics 130 (1):223-230.
    For knowledge- and invention-based industries, scholars have introduced the firm value, which is composed of traditional financial capital and intangible intellectual capital, and Tobin’s Q, which is the commonly used approach for intellectual capital valuation. Scholars have thus evaluated firm valuation appropriately by considering corporate governance. This study applies the multi-regression model to present a discussion on the value relevance of intellectual capital and corporate governance concerning the tourism industry in Taiwan. The results show that intellectual capital is positively related (...)
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  41.  2
    Lauri Hella & Kerkko Luosto (1992). The Beth-Closure of $Mathscr{L}(Q_alpha)$ is Not Finitely Generated. Journal of Symbolic Logic 57 (2):442-448.
    We prove that if $\aleph_\alpha$ is uncountable and regular, then the Beth-closure of $\mathscr{L}_{\omega\omega}(Q_\alpha)$ is not a sublogic of $\mathscr{L}_{\infty\omega}(\mathbf{Q}_n)$, where $\mathbf{Q}_n$ is the class of all $n$-ary generalized quantifiers. In particular, $B(\mathscr{L}_{\omega\omega}(Q_\alpha))$ is not a sublogic of any finitely generated logic; i.e., there does not exist a finite set $\mathbf{Q}$ of Lindstrom quantifiers such that $B(\mathscr{L}_{\omega\omega}(Q_\alpha)) \leq \mathscr{L}_{\omega\omega}(\mathbf{Q})$.
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  42.  2
    Fernando Ferreira & Gilda Ferreira (forthcoming). Interpretability in Robinson's Q. Association for Symbolic Logic: The Bulletin of Symbolic Logic.
    Edward Nelson published in 1986 a book defending an extreme formalist view of mathematics according to which there is an impassable barrier in the totality of exponentiation. On the positive side, Nelson embarks on a program of investigating how much mathematics can be interpreted in Raphael Robinson's theory of arithmetic Q. In the shadow of this program, some very nice logical investigations and results were produced by a number of people, not only regarding what can be interpreted in Q but (...)
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  43.  2
    Marat M. Arslanov, Ilnur I. Batyrshin & R. Sh Omanadze (2008). Structural Properties of Q-Degrees of Nc. E. Sets. Annals of Pure and Applied Logic 156 (1):13-20.
    In this paper we study structural properties of n-c. e. Q-degrees. Two theorems contain results on the distribution of incomparable Q-degrees. In another theorem we prove that every incomplete Q-degree forms a minimal pair in the c. e. degrees with a Q-degree. In a further theorem it is proved that there exists a c. e. Q-degree that is not half of a minimal pair in the c. e. Q-degrees.
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  44.  3
    P. E. Easterling (1969). Sophocles' Philoctetes: Collations of the Manuscripts G, R, and Q. Classical Quarterly 19 (01):57-.
    In an earlier article I reported the text Ajax offered by the so-called ‘Roman’ family of Sophocles, the manuscripts G, R, and Q. My present purpose is to give collations of G, R, and Q for Philoctetes, with some introductory comments confined to this play; I hope I may be allowed to refer the reader to my previous article for a discussion of the general problems arising from a study of these manuscripts.
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  45.  1
    Lavinia Egidi & Giovanni Faglia (2011). Double-Exponential Inseparability of Robinson Subsystem Q₊. Journal of Symbolic Logic 76 (1):94 - 124.
    In this work a double exponential time inseparability result is proven for a finitely axiomatizable first order theory Q₊. The theory, subset of Presburger theory of addition S₊, is the additive fragment of Robinson system Q. We prove that every set that separates Q₊` from the logically false sentences of addition is not recognizable by any Turing machine working in double exponential time. The lower bound is given both in the non-deterministic and in the linear alternating time models. The result (...)
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  46.  2
    Elizabeth Rawson (1978). The Identity Problems of Q. Cornificius. Classical Quarterly 28 (01):188-.
    The problems connected with the Cornificii of the late Republic are various, and all concerned with identification. I have no major discoveries to present, but various minor rectifications and suggestions to make, which should give the younger Q. Cornificius at least more substance. Where he is concerned, one basic identification has been, rightly, generally accepted: that made by Jerome between the poet of the name and the Cornificius who fell in Africa in the wars of the Triumvirate, abandoned by the (...)
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  47. David Berger (2004). Die zentrale Bedeutung der q. 1 der Ia der Summa theologiae des Aquinaten. Gregorianum 85 (4):633-659.
    The goal of the present article is to give an answer on the question: Does the first quaestio of the Prima Pars of Aquinas Summa theologiae represents a key for the general insight into the fundamental doctrines, the structure and the method of the most famous work of St. Thomas? Thomists like James Weisheipl answered in the negative to this question. But this paper intents to show by an careful analysis of Sth Ia, q. 1, that this treatise about the (...)
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  48. Denis Fricker (2008). Brian H. Gregg, The Historical Jésus and the Final Judgement Sayings in Q. Tiïbingen, Mohr Siebeck (Wissenschaftliche Untersu-chungen zum Neuen Testament 2. Reine), 2006, 346 p. [REVIEW] Revue des Sciences Religieuses 82:419-435.
    Les traditions évangéliques rapportent un nombre conséquent de paroles de Jésus sur le jugement eschatologique. Les travaux qui tentent de cerner le lien entre ces logia et le Jésus de l’histoire sont cependant rares. Par ailleurs, de l’aveu du grand spécialiste Kloppenborg lui-même, les études majeures sur la source Q des quarante dernières années ont placé au second rang le lien entre cette source et le Jésus de l’histoire. Le constat de cette double lacune permet à B. H. Gregg de (...)
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  49. Llewellyn Howes (2014). Measuring and Weighing Psychostasia in Q 6:37-38: Intertexts From the Old Testament. Hts Theological Studies 70 (1):01-09.
    This article is the first of three on the relationship between the Sayings Gospel Q and the ancient concept of 'psychostasia,' which is the ancient notion that a divine or supernatural figure weighed people's souls when judging them. The ultimate goal of all three articles is to enhance our understanding of Q 6:37-38, as well as of the Q document as a whole. In the current article, attention is focused on intertexts from the Old Testament, and the occurrences therein of (...)
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  50. Bjørn Jespersen (2008). Knowing That P Rather Than Q. Sorites 20:125-134.
    I offer a two-tiered critique of epistemological contrastivism as developed by Jonathan Schaffer. First, I investigate the cornerstone of contrastivism, the notion of knowing the selected proposition p rather than the eliminated, or contrast, proposition q. Contrastivism imposes the ternicity constraint that the knowledge relation should span a knower and two propositions. However, contrastivism has yet to explain how to square this constraint with the required contrast between the selected and the eliminated propositions, and it is not immediately obvious how (...)
     
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