Tearing at the Seams of (In)visibility: Anti-counterfeiting, Harper’s Bazaar, and the Project of Neocolonization

This essay examines the role of the (counterfeit) fashion industry in shaping democracy, citizenship, and human rights ideals in the United States. Using the Harper\u27s Bazaar “Fakes are Never in Fashion” anti-counterfeiting advertisement campaign as a case study, I explore how race, class, gender, law, and human rights discourse, coalesce to systematically maintain exploited garment workers voiceless/rights-less while simultaneously preserving the material interest(s) of a White, capitalist, patriarchal, hegemonic global order. This study presents important implications for larger discussions of rights and justice. Ultimately, this campaign demonstrates how, through the creation of a self-regulatory system that seeks to control the extent to which consumers and people of color participate in the (counterfeit) industry, and by appealing to domestic law to police global practices, elite fashion leaders are shifting the larger concerns for human and labor rights violations within the industry to one that allows elite fashion leaders to maintain a global monopoly on the luxury fashion goods production

A Study of Indigenous Boys and Men

The authors highlight community programs that promote the education and well-being of Native men and boys. The findings and recommendations capture the breadth and depth of educational experiences among Indigenous men and boys. In addition, the authors identify guiding principles that might not otherwise be included in archival data or as educational tactics, such as cultural practices (i.e., spirituality) in intervention(s), personal, and emotional influences, and other individualized details regarding educational access, persistence, and attainment

Phase diagram of a frustrated mixed-spin ladder with diagonal exchange bonds

Using exact numerical diagonalization and the conformal field theory approach, we study the effect of magnetic frustrations due to diagonal exchange bonds in a system of two coupled mixed-spin $(1,{1/2})$ Heisenberg chains. It is established that relatively moderate frustrations are able to destroy the ferrimagnetic state and to stabilize the critical spin-liquid phase typical for half-integer-spin antiferromagnetic Heisenberg chains. Both phases are separated by a narrow but finite region occupied by a critical partially-polarized ferromagnetic phase.Comment: 5 PRB pages, 7 eps figures, to appear in Phys. Rev.

Probing a spin transfer controlled magnetic nanowire with a single nitrogen-vacancy spin in bulk diamond

The point-like nature and exquisite magnetic field sensitivity of the nitrogen vacancy (NV) center in diamond can provide information about the inner workings of magnetic nanocircuits in complement with traditional transport techniques. Here we use a single NV in bulk diamond to probe the stray field of a ferromagnetic nanowire controlled by spin transfer (ST) torques. We first report an unambiguous measurement of ST tuned, parametrically driven, large-amplitude magnetic oscillations. At the same time, we demonstrate that such magnetic oscillations alone can directly drive NV spin transitions, providing a potential new means of control. Finally, we use the NV as a local noise thermometer, observing strong ST damping of the stray field noise, consistent with magnetic cooling from room temperature to $\sim$150 K.Comment: 6 pages, 5 figures, plus supplementary informatio

Field-theoretical renormalization group for a flat two-dimensional Fermi surface

We implement an explicit two-loop calculation of the coupling functions and the self-energy of interacting fermions with a two-dimensional flat Fermi surface in the framework of the field theoretical renormalization group (RG) approach. Throughout the calculation both the Fermi surface and the Fermi velocity are assumed to be fixed and unaffected by interactions. We show that in two dimensions, in a weak coupling regime, there is no significant change in the RG flow compared to the well-known one-loop results available in the literature. However, if we extrapolate the flow to a moderate coupling regime there are interesting new features associated with an anisotropic suppression of the quasiparticle weight Z along the Fermi surface, and the vanishing of the renormalized coupling functions for several choices of the external momenta.Comment: 16 pages and 22 figure

Looking into the hearts of native peoples: nation building as an institutional orientation for graduate education

In this article, we suggest that graduate programs in predominantly white institutions can and should be sites of self-education and tribal nation building. In arguing this, we examine how a particular graduate program and the participants of that program engaged tribal nation building, and then we suggest that graduate education writ large must also adopt an institutional orientation of nation building. We connect Guinier's notion of democratic merit to our discussion of nation building as a way to suggest a rethinking of "success" and "merit" in graduate education. We argue that higher education should be centrally concerned with capacity building and graduates who aim to serve their communities

Interacting Electrons on a Square Fermi Surface

Electronic states near a square Fermi surface are mapped onto quantum chains. Using boson-fermion duality on the chains, the bosonic part of the interaction is isolated and diagonalized. These interactions destroy Fermi liquid behavior. Non-boson interactions are also generated by this mapping, and give rise to a new perturbation theory about the boson problem. A case with strong repulsions between parallel faces is studied and solved. There is spin-charge separation and the square Fermi surface remains square under doping. At half-filling, there is a charge gap and insulating behavior together with gapless spin excitations. This mapping appears to be a general tool for understanding the properties of interacting electrons on a square Fermi surface.Comment: 25 pages, Nordita preprint 94/22

Enhanced Local Moment Formation in a Chiral Luttinger Liquid

We derive here a stability condition for a local moment in the presence of an interacting sea of conduction electrons. The conduction electrons are modeled as a Luttinger liquid in which chirality and spin are coupled. We show that an Anderson-U defect in such an interacting system can be transformed onto a nearly-Fermi liquid problem. We find that correlations among the conduction electrons stabilize the local moment phase. A Schrieffer-Wolff transformation is then performed which results in an anisotropic exchange interaction indicative of the Kondo effect in a Luttinger liquid. The ground-state properties of this model are then equivalent to those of the Kondo model in a Luttinger liquid.Comment: 11 pages, no figure