Results for 'ideals'

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  1.  31
    Ideals and Idols: On the Nature and Appropriateness of Agential Admiration.Antti Kauppinen - forthcoming - In Alfred Archer & Andre Grahlé (eds.), The Moral Psychology of Admiration. Rowman and Littlefield.
    When we admire a person, we don’t just have a wow-response towards them, as we might towards a painting or a sunset. Rather, we construe them as realizing an ideal of the person in their lives to a conspicuous degree. To merit admiration, it is not enough simply to do something valuable or to possess desirable character traits. Rather, one’s achievements must manifest commitments and character traits that define a worthwhile ideal. Agential admiration, I argue, is a person-focused attitude like (...)
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  2. Political Ideals and the Feasibility Frontier.David Wiens - 2015 - Economics and Philosophy 31 (3):447-477.
    Recent methodological debates regarding the place of feasibility considerations in normative political theory are hindered for want of a rigorous model of the feasibility frontier. To address this shortfall, I present an analysis of feasibility that generalizes the economic concept of a production possibility frontier and then develop a rigorous model of the feasibility frontier using the familiar possible worlds technology. I then show that this model has significant methodological implications for political philosophy. On the Target View, a political ideal (...)
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  3.  26
    Personal Ideals as Metaphors.Nick Riggle - 2017 - Journal of the American Philosophical Association 3 (3):265-283.
    What is it to have and act on a personal ideal? Someone who aspires to be a philosopher might imaginatively think “I am a philosopher” by way of motivating herself to think hard about a philosophical question. But doing so seems to require her to act on an inaccurate self-description, given that she isn’t yet what she regards herself as being. J. David Velleman develops the thought that action-by-ideal involves a kind of fictional self-conception. My aim is to expand our (...)
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  4. Moral Ideals and Virtue Ethics.Gregory F. Mellema - 2010 - The Journal of Ethics 14 (2):173-180.
    There have traditionally been two schools of thought regarding moral ideals and their relationship with moral duty. First, many have held that moral agents at all times have a duty or obligation to realize or attain moral ideals, or at least they have a duty to strive to realize or attain them. A second school of thought has maintained that attaining or pursuing moral ideals is supererogatory or beyond the call of duty. Recently a third school of (...)
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  5.  49
    Pair-Splitting, Pair-Reaping and Cardinal Invariants of F Σ -Ideals.Michael Hrušák, David Meza-Alcántara & Hiroaki Minami - 2010 - Journal of Symbolic Logic 75 (2):661-677.
    We investigate the pair-splitting number $\germ{s}_{pair}$ which is a variation of splitting number, pair-reaping number $\germ{r}_{pair}$ which is a variation of reaping number and cardinal invariants of ideals on ω. We also study cardinal invariants of F σ ideals and their upper bounds and lower bounds. As an application, we answer a question of S. Solecki by showing that the ideal of finitely chromatic graphs is not locally Katětov-minimal among ideals not satisfying Fatou's lemma.
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  6.  7
    PFA and Ideals on $\Omega_{2}$ Whose Associated Forcings Are Proper.Sean Cox - 2012 - Notre Dame Journal of Formal Logic 53 (3):397-412.
    Given an ideal $I$ , let $\mathbb{P}_{I}$ denote the forcing with $I$ -positive sets. We consider models of forcing axioms $MA(\Gamma)$ which also have a normal ideal $I$ with completeness $\omega_{2}$ such that $\mathbb{P}_{I}\in \Gamma$ . Using a bit more than a superhuge cardinal, we produce a model of PFA (proper forcing axiom) which has many ideals on $\omega_{2}$ whose associated forcings are proper; a similar phenomenon is also observed in the standard model of $MA^{+\omega_{1}}(\sigma\mbox{-closed})$ obtained from a supercompact (...)
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  7.  38
    Moral Rules, Moral Ideals, and Use-Inspired Research.Jeffrey Kovac - 2007 - Science and Engineering Ethics 13 (2):159-169.
    Moral rules provide the baseline for ethics, proscribing unacceptable behavior; moral ideals inspire us to act in ways that improve the human condition. Whatever the moral ideals for pure research, science has a practical side so it is important to find a moral ideal to give guidance to more applied research. This article presents a moral ideal for use-inspired research based on Norman Care’s idea of shared-fate individualism This ideal reflects the observation that all human lives, both present (...)
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  8.  10
    On Almost Precipitous Ideals.Asaf Ferber & Moti Gitik - 2010 - Archive for Mathematical Logic 49 (3):301-328.
    With less than 0# two generic extensions ofL are identified: one in which ${\aleph_1}$ , and the other ${\aleph_2}$ , is almost precipitous. This improves the consistency strength upper bound of almost precipitousness obtained in Gitik M, Magidor M (On partialy wellfounded generic ultrapowers, in Pillars of Computer Science, 2010), and answers some questions raised there. Also, main results of Gitik (On normal precipitous ideals, 2010), are generalized—assumptions on precipitousness are replaced by those on ∞-semi precipitousness. As an application (...)
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  9.  19
    The Principled Legal Firm: Insights Into the Professional Ideals and Ethical Values of Partners and Lawyers. [REVIEW]Richard Winter - 2011 - Journal of Business Ethics 98 (2):297 - 306.
    Understanding how the professional ideals and values of partners influence lawyers' everyday life is a relatively unexplored area given the inherent difficulties of gaining access to lawyers. This case study sheds light on the professional ideals and ethical values of partners and lawyers in a mid-tier Sydney law firm. Semi-structured interviews with partners and lawyers/legal clerks reveal how partners' professional ideals and ethical values play a pivotal role in: (1) upholding positive normative evaluations of lawyer/firm propriety (moral (...)
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  10. Reasons and Ideals.Kimberley Brownlee - 2010 - Philosophical Studies 151 (3):433-444.
    This paper contributes to the debate on whether we can have reason to do what we are unable to do. I take as my starting point two papers recently published in Philosophical Studies , by Bart Streumer and Ulrike Heuer, which defend the two dominant opposing positions on this issue. Briefly, whereas Streumer argues that we cannot have reason to do what we are unable to do, Heuer argues that we can have reason to do what we are unable to (...)
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  11.  6
    Covering Properties of Ideals.Marek Balcerzak, Barnabás Farkas & Szymon Gła̧b - 2013 - Archive for Mathematical Logic 52 (3-4):279-294.
    Elekes proved that any infinite-fold cover of a σ-finite measure space by a sequence of measurable sets has a subsequence with the same property such that the set of indices of this subsequence has density zero. Applying this theorem he gave a new proof for the random-indestructibility of the density zero ideal. He asked about other variants of this theorem concerning I-almost everywhere infinite-fold covers of Polish spaces where I is a σ-ideal on the space and the set of indices (...)
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  12.  11
    Properties of Ideals on the Generalized Cantor Spaces.Jan Kraszewski - 2001 - Journal of Symbolic Logic 66 (3):1303-1320.
    We define a class of productive σ-ideals of subsets of the Cantor space 2 ω and observe that both σ-ideals of meagre sets and of null sets are in this class. From every productive σ-ideal I we produce a σ-ideal I κ , of subsets of the generalized Cantor space 2 κ . In particular, starting from meagre sets and null sets in 2 ω we obtain meagre sets and null sets in 2 κ , respectively. Then we (...)
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  13.  20
    The Concept of Ideals in Legal Theory.Sanne Taekema - 2003 - Kluwer Law International.
    Talk about law often includes reference to ideals of justice, equality or freedom. But what do we refer to when we speak about ideals in the context of law? This book explores the concept of ideals by combining an investigation of different theories of ideals with a discussion of the role of ideals in law. A comparison of the theories of Gustav Radbruch and Philip Selznick leads up to a pragmatist theory of legal ideals, (...)
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  14.  10
    On Ideals Related to I[Λ].Todd Eisworth - 2005 - Notre Dame Journal of Formal Logic 46 (3):301-307.
    We describe a recipe for generating normal ideals on successors of singular cardinals. We show that these ideals are related to many weakenings of □ that have appeared in the literature. Our main purpose, however, is to provide an organized list of open questions related to these ideals.
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  15. Charles S. Peirce on Norms & Ideals.Vincent G. Potter - 1967 - Fordham University Press.
    In recent years, Charles Sanders Peirce has emerged, in the eyes of philosophers both in America and abroad, as one of America’s major philosophical thinkers. His work has forced us back to philosophical reflection about those basic issues that inevitably confront us as human beings, especially in an age of science. Peirce’s concern for experience, for what is actually encountered, means that his philosophy, even in its most technical aspects, forms a reflective commentary on actual life and on the world (...)
     
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  16.  15
    Computably Enumerable Reals and Uniformly Presentable Ideals.S. A. Terwijn & R. Downey - 2002 - Mathematical Logic Quarterly 48 (S1):29-40.
    We study the relationship between a computably enumerable real and its presentations. A set A presents a computably enumerable real α if A is a computably enumerable prefix-free set of strings such that equation image. Note that equation image is precisely the measure of the set of reals that have a string in A as an initial segment. So we will simply abbreviate equation image by μ. It is known that whenever A so presents α then A ≤wttα, where ≤wtt (...)
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  17.  17
    Combinatorics for Small Ideals on Pkλ.Yoshihiro Abe - 1997 - Mathematical Logic Quarterly 43 (4):541-549.
    We study the distributivity of the bounded ideal on Pkλ and answer negatively to a question of Johnson in [13]. The size of non-normal ideals with the partition property is also studied.
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  18.  16
    Cardinal Coefficients Associated to Certain Orders on Ideals.Piotr Borodulin-Nadzieja & Barnabás Farkas - 2012 - Archive for Mathematical Logic 51 (1-2):187-202.
    We study cardinal invariants connected to certain classical orderings on the family of ideals on ω. We give topological and analytic characterizations of these invariants using the idealized version of Fréchet-Urysohn property and, in a special case, using sequential properties of the space of finitely-supported probability measures with the weak* topology. We investigate consistency of some inequalities between these invariants and classical ones, and other related combinatorial questions. At last, we discuss maximality properties of almost disjoint families related to (...)
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  19.  11
    Ideals with Bases of Unbounded Borel Complexity.Piotr Borodulin‐Nadzieja & Szymon Gła̧b - 2011 - Mathematical Logic Quarterly 57 (6):582-590.
    We present several naturally defined σ-ideals which have Borel bases but, unlike for the classical examples, these ideals are not of bounded Borel complexity. We investigate set-theoretic properties of such σ-ideals.
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  20.  11
    Universal Forcing Notions and Ideals.Andrzej Rosłanowski & Saharon Shelah - 2007 - Archive for Mathematical Logic 46 (3-4):179-196.
    Our main result states that a finite iteration of Universal Meager forcing notions adds generic filters for many forcing notions determined by universality parameters. We also give some results concerning cardinal characteristics of the σ-ideals determined by those universality parameters.
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  21.  8
    Intersection Numbers of Families of Ideals.M. Hrušák, C. A. Martínez-Ranero, U. A. Ramos-García & O. A. Téllez-Nieto - 2013 - Archive for Mathematical Logic 52 (3-4):403-417.
    We study the intersection number of families of tall ideals. We show that the intersection number of the class of analytic P-ideals is equal to the bounding number ${\mathfrak{b}}$ , the intersection number of the class of all meager ideals is equal to ${\mathfrak{h}}$ and the intersection number of the class of all F σ ideals is between ${\mathfrak{h}}$ and ${\mathfrak{b}}$ , consistently different from both.
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  22.  8
    Some Boolean Algebras with Finitely Many Distinguished Ideals I.Regina Aragón - 1995 - Mathematical Logic Quarterly 41 (4):485-504.
    We consider the theory Thprin of Boolean algebras with a principal ideal, the theory Thmax of Boolean algebras with a maximal ideal, the theory Thac of atomic Boolean algebras with an ideal where the supremum of the ideal exists, and the theory Thsa of atomless Boolean algebras with an ideal where the supremum of the ideal exists. First, we find elementary invariants for Thprin and Thsa. If T is a theory in a first order language and α is a linear (...)
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  23.  7
    Practices, Power, and Cultural Ideals.Frank C. Richardson & Robert C. Bishop - 2004 - Journal of Theoretical and Philosophical Psychology 24 (2):179-195.
    This article and the following ones by Slife and Westerman represent a coordinated effort on the authors' part to begin to mine the resources of what has been termed the "practice turn in contemporary theory" for psychology. The liberal approach tends to focus on a fear of power and how it can corrupt our best ideals, while the postmodernist tends to focus on a fascination with power flowing through the social and institutional expressions of these very ideals. Given (...)
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  24.  5
    Forcing Properties of Ideals of Closed Sets.Marcin Sabok & Jindřich Zapletal - 2011 - Journal of Symbolic Logic 76 (3):1075 - 1095.
    With every σ-ideal I on a Polish space we associate the σ-ideal I* generated by the closed sets in I. We study the forcing notions of Borel sets modulo the respective σ-ideals I and I* and find connections between their forcing properties. To this end, we associate to a σ-ideal on a Polish space an ideal on a countable set and show how forcing properties of the forcing depend on combinatorial properties of the ideal. We also study the 1—1 (...)
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  25. Why Education in Public Schools Should Include Religious Ideals.Doret J. de Ruyter & Michael S. Merry - 2009 - Studies in Philosophy and Education 28 (4):295-311.
  26.  4
    Ethical Idealism an Inquiry Into the Nature and Function of Ideals.Mark D. Stohs - 1987
    Is it rational to strive for the unattainable? In this short and provocative study, Nicholas Rescher vigorously defends both the rationality and practicality of seriously pursuing impossible dreams.
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  27.  9
    The Role of the Unrealisable: A Study in Regulative Ideals.Dorothy Emmet - 1994 - St. Martin's Press.
  28. Combinatorics on Ideals and Forcing with Trees.Marcia J. Groszek - 1987 - Journal of Symbolic Logic 52 (3):582-593.
    Classes of forcings which add a real by forcing with branching conditions are examined, and conditions are found which guarantee that the generic real is of minimal degree over the ground model. An application is made to almost-disjoint coding via a real of minimal degree.
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  29.  2
    Robert Pasnau. After Certainty: A History of Our Epistemic Ideals and Illusions. Reviewed By.Sharon Mason - 2018 - Philosophy in Review 38 (4):164-166.
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  30.  25
    Hechler's Theorem for Tall Analytic P-Ideals.Barnabás Farkas - 2011 - Journal of Symbolic Logic 76 (2):729 - 736.
    We prove the following version of Hechler's classical theorem: For each partially ordered set (Q, ≤) with the property that every countable subset of Q has a strict upper bound in Q, there is a ccc forcing notion such that in the generic extension for each tall analytic P-ideal J (coded in the ground model) a cofinal subset of (J, ⊆*) is order isomorphic to (Q, ≤).
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  31. The Pursuit of Ideals.Yervant H. Krikorian - 1970 - Springfield, Ill., Thomas.
     
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  32.  14
    Cognitive Idealization: On the Nature and Utility of Cognitive Ideals.Nicholas Rescher - 2003 - Cambridge Scholars Press.
    Accordingly, the task of the present book is to consider the role of idealization in cognitive matters and to establish its utility in this realm.
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  33. The Importance of Ideals Debating Their Relevance in Law, Morality, and Politics.Wibren van der Burg & Sanne Taekema - 2004
     
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  34. The Classical Ideals of Friendship.Dirk Baltzly & Nick Eliopoulos - 2009 - In Barabara Caine (ed.), Friendship: a history,. Equinox.
  35. Value-Free Science?: Ideals and Illusions.Harold Kincaid, John Dupré & Alison Wylie (eds.) - 2007 - Oxford University Press.
    It has long been thought that science is our best hope for realizing objective knowledge, but that, to deliver on this promise, it must be value free. Things are not so simple, however, as recent work in science studies makes clear. The contributors to this volume investigate where and how values are involved in science, and examine the implications of this involvement for ideals of objectivity.
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  36. Dirty Hands and Clean Gloves: Liberal Ideals and Real Politics.Richard Bellamy - 2010 - European Journal of Political Theory 9 (4):412-430.
    Can liberal ideals clean up dirty politicians or politics? This article doubts they can. It disputes that a ‘clean’ liberal person might inhabit the dirty clothes of the real politician, or that a clean depoliticized liberal constitution can constrain real-world dirty politics. Nevertheless, the need for a democratic prince to wear clean liberal gloves offers a necessary and effective political restraint. It also means that citizens share the hypocrisy and dirt of those who serve them — for we legitimize (...)
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  37.  6
    Does It Take More Than Ideals? How Counter-Ideal Value Congruence Shapes Employees’ Trust in the Organization.Sebastian C. Schuh, Niels Van Quaquebeke, Natalija Keck, Anja S. Göritz, David De Cremer & Katherine R. Xin - 2018 - Journal of Business Ethics 149 (4):987-1003.
    Research on value congruence rests on the assumption that values denote desirable behaviors and ideals that employees and organizations strive to approach. In the present study, we develop and test the argument that a more complete understanding of value congruence can be achieved by considering a second type of congruence based on employees’ and organizations’ counter-ideal values. We examined this proposition in a time-lagged study of 672 employees from various occupational and organizational backgrounds. We used difference scores as well (...)
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  38. Being Proud and Feeling Proud: Character, Emotion, and the Moral Psychology of Personal Ideals.Jeremy Fischer - 2012 - Journal of Value Inquiry 46 (2):209-222.
    Much of the philosophical attention directed to pride focuses on the normative puzzle of determining how pride can be both a central vice and a central virtue. But there is another puzzle, a descriptive puzzle, of determining how the emotion of pride and the character trait of pride relate to each other. A solution is offered to the descriptive puzzle that builds upon the accounts of Hume and Gabriele Taylor, but avoids the pitfalls of those accounts. In particular, the emotion (...)
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  39.  8
    Analytic Ideals and Their Applications.Sławomir Solecki - 1999 - Annals of Pure and Applied Logic 99 (1-3):51-72.
    We study the structure of analytic ideals of subsets of the natural numbers. For example, we prove that for an analytic ideal I, either the ideal {X (Ω × Ω: En X ({0, 1,…,n} × Ω } is Rudin-Keisler below I, or I is very simply induced by a lower semicontinuous submeasure. Also, we show that the class of ideals induced in this manner by lsc submeasures coincides with Polishable ideals as well as analytic P-ideals. We (...)
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  40.  1
    Katětov Order on Borel Ideals.Michael Hrušák - 2017 - Archive for Mathematical Logic 56 (7-8):831-847.
    We study the Katětov order on Borel ideals. We prove two structural theorems, one for Borel ideals, the other for analytic P-ideals. We isolate nine important Borel ideals and study the Katětov order among them. We also present a list of fundamental open problems concerning the Katětov order on Borel ideals.
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  41. Civic Liberalism: Reflections on Our Democratic Ideals.Thomas A. Spragens - 1999 - Rowman & Littlefield Publishers.
    In Civic Liberalism, prominent political theorist Thomas A. Spragens, Jr. asserts that most versions of democratic ideals—libertarianism, liberal egalitarianism, difference liberalism, and the liberalism of fear—lead our polity significantly astray. Spragens offers another alternative. He argues that we should recover the multiple and complex aspirations found within the tradition of democratic liberalism and integrate them into a more compelling public philosophy for our time—or what he calls civic liberalism.
     
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  42.  48
    Ideals, Education, and Happy Flourishing.Doret de Ruyter - 2007 - Educational Theory 57 (1):23-35.
    In this essay, Doret J. de Ruyter defends the claim that parents as well as professional educators need to impart ideals to children in order to realize their wish that children become happy and flourishing adults. The argument consists of two parts. First, de Ruyter shows how ideals are important to construing the meaning of objective goods. Second, she contends that educating children with ideals is important to motivating them to strive for something higher or better. De (...)
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  43. Moral Aspirations and Ideals.Kimberley Brownlee - 2010 - Utilitas 22 (3):241-257.
    My aim is to vindicate two distinct and important moral categories – ideals and aspirations – which have received modest, and sometimes negative, attention in recent normative debates. An ideal is a conception of perfection or model of excellence around which we can shape our thoughts and actions. An aspiration, by contrast, is an attitudinal position of steadfast commitment to, striving for, or deep desire or longing for, an ideal. I locate these two concepts in relation to more familiar (...)
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  44. Philosophy of Social Science: The Methods, Ideals, and Politics of Social Inquiry.Michael Root - 1993 - Blackwell.
    This book is a critical introduction to the philosophy of social science. While most social scientists maintain that the social sciences should stand free of politics, this book argues that they should be politically partisan. Root offers a clear description and provocative criticism of many of the methods and ideals that guide research and teaching in the social sciences.
     
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  45. Moral Norms, Moral Ideals and Supererogation.Piotr Machura - 2013 - Folia Philosophica 29:127--159.
    The aim of the paper is to investigate the relations between the basic moral categories, namely those of norms, ideals and supererogation. The subject of discussion is, firstly, the ways that these categories are understood; secondly, the possible approaches towards moral acting that appear due to their use; and thirdly, their relationship within the moral system. However, what is of a special importance here is the relationship between the categories of norms and ideals (or in a wider aspect (...)
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  46.  44
    Ideals of Student Excellence and Enhancement.Gavin G. Enck - 2013 - Neuroethics 6 (1):155-164.
    Discussions about the permissibility of students using enhancements in education are often framed by the question, “Is a student who uses cognitive-enhancing drugs cheating?” While the question of cheating is interesting, it is but only one question concerning the permissibility of enhancement in education. Another interesting question is, “What kinds of students do we want in our academic institutions?” I suggest that one plausible answer to this question concerns the ideals of human excellence or virtues. The students we want (...)
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  47. Q-Pointness, P-Pointness and Feebleness of Ideals.Pierre Matet & Janusz Pawlikowski - 2003 - 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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  48. The Covering Numbers of Mycielski Ideals Are All Equal.Saharon Shelah & Juris Steprāns - 2001 - Journal of Symbolic Logic 66 (2):707-718.
    The Mycielski ideal M k is defined to consist of all sets $A \subseteq ^{\mathbb{N}}k$ such that $\{f \upharpoonright X: f \in A\} \neq ^Xk$ for all X ∈ [N] ℵ 0 . It will be shown that the covering numbers for these ideals are all equal. However, the covering numbers of the closely associated Roslanowski ideals will be shown to be consistently different.
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  49. On Ideals of Subsets of the Plane and on Cohen Reals.Jacek Cichoń & Janusz Pawlikowski - 1986 - Journal of Symbolic Logic 51 (3):560-569.
    Let J be any proper ideal of subsets of the real line R which contains all finite subsets of R. We define an ideal J * ∣B as follows: X ∈ J * ∣B if there exists a Borel set $B \subset R \times R$ such that $X \subset B$ and for any x ∈ R we have $\{y \in R: \langle x,y\rangle \in B\} \in \mathscr{J}$ . We show that there exists a family $\mathscr{A} \subset \mathscr{J}^\ast\mid\mathscr{B}$ of power ω (...)
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  50.  13
    The Promotion of Moral Ideals in Schools; What the State May or May Not Demand.Doret J. de Ruyter & Jan W. Steutel - 2013 - Journal of Moral Education 42 (2):177-192.
    The content and boundaries of moral education the state may require schools to offer is a matter of contention. This article investigates whether the state may obligate schools to promote the pursuit of moral ideals. Moral ideals refer to (a cluster of) characteristics of a person as well as to situations or states that are believed to be morally excellent or perfect and that are not yet realised. Having an ideal typically means that the person is dedicated to (...)
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