1,529 research outputs found

    Educating for Intellectual Virtue: a critique from action guidance

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    Virtue epistemology is among the dominant influences in mainstream epistemology today. An important commitment of one strand of virtue epistemology – responsibilist virtue epistemology (e.g., Montmarquet 1993; Zagzebski 1996; Battaly 2006; Baehr 2011) – is that it must provide regulative normative guidance for good thinking. Recently, a number of virtue epistemologists (most notably Baehr, 2013) have held that virtue epistemology not only can provide regulative normative guidance, but moreover that we should reconceive the primary epistemic aim of all education as the inculcation of the intellectual virtues. Baehr’s picture contrasts with another well-known position – that the primary aim of education is the promotion of critical thinking (Scheffler 1989; Siegel 1988; 1997; 2017). In this paper – that we hold makes a contribution to both philosophy of education and epistemology and, a fortiori, epistemology of education – we challenge this picture. We outline three criteria that any putative aim of education must meet and hold that it is the aim of critical thinking, rather than the aim of instilling intellectual virtue, that best meets these criteria. On this basis, we propose a new challenge for intellectual virtue epistemology, next to the well-known empirically-driven ‘situationist challenge’. What we call the ‘pedagogical challenge’ maintains that the intellectual virtues approach does not have available a suitably effective pedagogy to qualify the acquisition of intellectual virtue as the primary aim of education. This is because the pedagogic model of the intellectual virtues approach (borrowed largely from exemplarist thinking) is not properly action-guiding. Instead, we hold that, without much further development in virtue-based theory, logic and critical thinking must still play the primary role in the epistemology of education

    Trial by Trademark: Why the Trademark System Needs to Stand on Its Own Two Marks

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    While IP-intensive industries continue to produce a significant portion of the American economy, trademarks consistently remain a substantial portion. Given trademarks’ increasingly pivotal role in the global economy, the complexities and nuances of trademark law demand a specialized approach. In examining the current trademark landscape, many scholars have underscored the paradox of its fractured nature, despite its fundamental role in the economy. Currently, trademark law suffers from a lack of uniformity across the various circuits in critical areas of the law itself, as well as vulnerabilities in forum shopping and confusion for businesses. Rather than endorsing the conventional approach to uniformity through centralization under the Federal Circuit, this Note asserts the need for a paradigm shift, advocating for the implementation of inferior courts exclusively dedicated to trademark. Such a transformative approach promises to bring a more coherent, consistent, and specialized expertise to trademark jurisprudence, aligning it with the economic significance it holds in the contemporary landscape

    A Comparison and Joint Analysis of Sunyaev-Zel'dovich Effect Measurements from Planck and Bolocam for a set of 47 Massive Galaxy Clusters

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    We measure the SZ signal toward a set of 47 clusters with a median mass of 9.5×10149.5 \times 10^{14} M_{\odot} and a median redshift of 0.40 using data from Planck and the ground-based Bolocam receiver. When Planck XMM-like masses are used to set the scale radius θs\theta_{\textrm{s}}, we find consistency between the integrated SZ signal, Y5R500Y_{\textrm{5R500}}, derived from Bolocam and Planck based on gNFW model fits using A10 shape parameters, with an average ratio of 1.069±0.0301.069 \pm 0.030 (allowing for the 5\simeq 5% Bolocam flux calibration uncertainty). We also perform a joint fit to the Bolocam and Planck data using a modified A10 model with the outer logarithmic slope β\beta allowed to vary, finding β=6.13±0.16±0.76\beta = 6.13 \pm 0.16 \pm 0.76 (measurement error followed by intrinsic scatter). In addition, we find that the value of β\beta scales with mass and redshift according to βM0.077±0.026×(1+z)0.06±0.09\beta \propto M^{0.077 \pm 0.026} \times (1+z)^{-0.06 \pm 0.09}. This mass scaling is in good agreement with recent simulations. We do not observe the strong trend of β\beta with redshift seen in simulations, though we conclude that this is most likely due to our sample selection. Finally, we use Bolocam measurements of Y500Y_{500} to test the accuracy of the Planck completeness estimate. We find consistency, with the actual number of Planck detections falling approximately 1σ1 \sigma below the expectation from Bolocam. We translate this small difference into a constraint on the the effective mass bias for the Planck cluster cosmology results, with (1b)=0.93±0.06(1-b) = 0.93 \pm 0.06.Comment: Updated to include one additional co-author. Also some minor changes to the text based on initial feedbac

    On the Derivation of Vector Radiative Transfer Equation for Polarized Radiative Transport in Graded Index Media

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    Light transport in graded index media follows a curved trajectory determined by the Fermat's principle. Besides the effect of variation of the refractive index on the transport of radiative intensity, the curved ray trajectory will induce geometrical effects on the transport of polarization ellipse. This paper presents a complete derivation of vector radiative transfer equation for polarized radiation transport in absorption, emission and scattering graded index media. The derivation is based on the analysis of the conserved quantities for polarized light transport along curved trajectory and a novel approach. The obtained transfer equation can be considered as a generalization of the classic vector radiative transfer equation that is only valid for uniform refractive index media. Several variant forms of the transport equation are also presented, which include the form for Stokes parameters defined with a fixed reference and the Eulerian forms in the ray coordinate and in several common orthogonal coordinate systems.Comment: This paper has been submitted to JQSR

    Mutations Upstream of the TBX5 and PITX1 Transcription Factor Genes Are Associated with Feathered Legs in the Domestic Chicken

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    Feathered leg is a trait in domestic chickens that has undergone intense selection by fancy breeders. Previous studies have shown that two major loci controlling feathered leg are located on chromosomes 13 and 15. Here, we present genetic evidence for the identification of candidate causal mutations at these loci. This was accomplished by combining classical linkage mapping using an experimental cross segregating for feathered leg and high-resolution identical-by-descent mapping using whole-genome sequence data from 167 samples of chicken with or without feathered legs. The first predicted causal mutation is a single-base change located 25 kb upstream of the gene for the forelimb-specific transcription factor TBX5 on chromosome 15. The second is a 17.7-kb deletion located similar to 200kb upstream of the gene for the hindlimb-specific transcription factor PITX1 on chromosome 13. These mutations are predicted to activate TBX5 and repress PITX1 expression, respectively. The study reveals a remarkable convergence in the evolution of the feathered-leg phenotype in domestic chickens and domestic pigeons, as this phenotype is caused by noncoding mutations upstream of the same two genes. Furthermore, the PITX1 causal variants are large overlapping deletions, 17.7 kb in chicken and 44 kb in pigeons. The results of the present study are consistent with the previously proposed model for pigeon that feathered leg is caused by reduced PITX1 expression and ectopic expression of TBX5 in hindlimb buds resulting in a shift of limb identity from hindlimb to more forelimb-like identity

    Active Automotive Vents

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    ME450 Capstone Design and Manufacturing Experience: Winter 2008SMA Actuated Vent SystemGeneral Motors SMART Materials and Structures Laboratoryhttp://deepblue.lib.umich.edu/bitstream/2027.42/58696/1/me450w08project5_report.pd

    Radial fingering in a Hele-Shaw cell: a weakly nonlinear analysis

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    The Saffman-Taylor viscous fingering instability occurs when a less viscous fluid displaces a more viscous one between narrowly spaced parallel plates in a Hele-Shaw cell. Experiments in radial flow geometry form fan-like patterns, in which fingers of different lengths compete, spread and split. Our weakly nonlinear analysis of the instability predicts these phenomena, which are beyond the scope of linear stability theory. Finger competition arises through enhanced growth of sub-harmonic perturbations, while spreading and splitting occur through the growth of harmonic modes. Nonlinear mode-coupling enhances the growth of these perturbations with appropriate relative phases, as we demonstrate through a symmetry analysis of the mode coupling equations. We contrast mode coupling in radial flow with rectangular flow geometry.Comment: 36 pages, 5 figures, Latex, added references, to appear in Physica D (1998

    Dynamical Systems approach to Saffman-Taylor fingering. A Dynamical Solvability Scenario

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    A dynamical systems approach to competition of Saffman-Taylor fingers in a channel is developed. This is based on the global study of the phase space structure of the low-dimensional ODE's defined by the classes of exact solutions of the problem without surface tension. Some simple examples are studied in detail, and general proofs concerning properties of fixed points and existence of finite-time singularities for broad classes of solutions are given. The existence of a continuum of multifinger fixed points and its dynamical implications are discussed. The main conclusion is that exact zero-surface tension solutions taken in a global sense as families of trajectories in phase space spanning a sufficiently large set of initial conditions, are unphysical because the multifinger fixed points are nonhyperbolic, and an unfolding of them does not exist within the same class of solutions. Hyperbolicity (saddle-point structure) of the multifinger fixed points is argued to be essential to the physically correct qualitative description of finger competition. The restoring of hyperbolicity by surface tension is discussed as the key point for a generic Dynamical Solvability Scenario which is proposed for a general context of interfacial pattern selection.Comment: 3 figures added, major rewriting of some sections, submitted to Phys. Rev.
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