The Effect of Employee Involvment on Firm Performance: Evidence from an Econometric Case Study

We provide some of the most reliable evidence to date on the direct impact of employee involvement through participatory arrangements such as teams on business performance. The data we use are extraordinary --daily data for rejection, production and downtime rates for all operators in a single plant during a 35 month period, almost 53,000 observations. Our key findings are that: (i) membership in offline teams initially enhances individual productivity by about 3% and reduces rejection rates by more than 25%; (ii) these improvements are dissipated, typically at a rate of 10 to 16% per 100 working days; (iii) the introduction of teams is initially accompanied by increased rates of downtime and these costs diminish over time. In addition: (iv) the performance-enhancing effects of team membership are greater and more long-lasting for team members who are solicited by management to join teams; similar relationships exist for more educated team members. These findings, which are best interpreted as lower bound estimates of the effects of teams, are consistent with the diverse hypotheses including propositions that: (i) employee involvement will produce improved enterprise performance through diverse channels including enhanced discretionary effort by employees; (ii) various kinds of complementarities accompany many changes in organizational design (such as between teams and formal education); (iii) the introduction of high performance workplace practices are best viewed as investments, though there are significant learning effects; (iv) differences in performance for team members solicited by mangers compared to those who volunteer are consistent with various hypotheses including management signaling and opportunistic behavior by employees, but inconsistent with hypotheses based on Hawthorne effectshttp://deepblue.lib.umich.edu/bitstream/2027.42/39998/2/wp612.pd

The Effect of Employee Involvment on Firm Performance: Evidence from an Econometric Case Study

We provide some of the most reliable evidence to date on the direct impact of employee involvement through participatory arrangements such as teams on business performance. The data we use are extraordinary --daily data for rejection, production and downtime rates for all operators in a single plant during a 35 month period, almost 53,000 observations. Our key findings are that: (i) membership in offline teams initially enhances individual productivity by about 3% and reduces rejection rates by more than 25%; (ii) these improvements are dissipated, typically at a rate of 10 to 16% per 100 working days; (iii) the introduction of teams is initially accompanied by increased rates of downtime and these costs diminish over time. In addition: (iv) the performance-enhancing effects of team membership are greater and more long-lasting for team members who are solicited by management to join teams; similar relationships exist for more educated team members. These findings, which are best interpreted as lower bound estimates of the effects of teams, are consistent with the diverse hypotheses including propositions that: (i) employee involvement will produce improved enterprise performance through diverse channels including enhanced discretionary effort by employees; (ii) various kinds of complementarities accompany many changes in organizational design (such as between teams and formal education); (iii) the introduction of high performance workplace practices are best viewed as investments, though there are significant learning effects; (iv) differences in performance for team members solicited by mangers compared to those who volunteer are consistent with various hypotheses including management signaling and opportunistic behavior by employees, but inconsistent with hypotheses based on Hawthorne effectsProductivity, High Performance Work Practices, Employee Participation, Human Resource Management Practices

Antiferromagnetic Order in Pauli Limited Unconventional Superconductors

We develop a theory of the coexistence of superconductivity (SC) and antiferromagnetism (AFM) in CeCoIn5. We show that in Pauli-limited nodal superconductors the nesting of the quasi-particle pockets induced by Zeeman pair-breaking leads to incommensurate AFM with the moment normal to the field. We compute the phase diagram and find a first order transition to the normal state at low temperatures, absence of normal state AFM, and coexistence of SC and AFM at high fields, in agreement with experiments. We also predict the existence of a new double-Q magnetic phase

Electron spin interferometry using a semiconductor ring structure

A ring structure fabricated from GaAs is used to achieve interference of the net spin polarization of conduction band electrons. Optically polarized spins are split into two packets by passing through two arms of the ring in the diffusive transport regime. Optical pumping with circularly polarized light on one arm establishes dynamic nuclear polarization which acts as a local effective magnetic field on electron spins due to the hyperfine interaction. This local field causes one spin packet to precess faster than the other, thereby controlling the spin interference when the two packets are combined.Comment: 4 pages, 2 figure

Long term variation of the solar diurnal anisotropy of galactic cosmic rays observed with the Nagoya multi-directional muon detector

We analyze the three dimensional anisotropy of the galactic cosmic ray (GCR) intensities observed independently with a muon detector at Nagoya in Japan and neutron monitors over four solar activity cycles. We clearly see the phase of the free-space diurnal anisotropy shifting toward earlier hours around solar activity minima in A>0 epochs, due to the reduced anisotropy component parallel to the mean magnetic field. The average parallel component is consistent with a rigidity independent spectrum, while the perpendicular component increases with GCR rigidity. We suggest that this harder spectrum of the perpendicular component is due to contribution from the drift streaming. We find that the bidirectional latitudinal density gradient is positive in A>0 epoch, while it is negative in A<0 epoch, in accord with the drift model prediction. The radial density gradient, on the other hand, varies with ~11-year cycle with maxima (minima) in solar maximum (minimum) periods, but there is no significant difference seen between average radial gradients in A>0 and A<0 epochs. The average parallel mean free path is larger in A0. We also find, however, that parallel mean free path (radial gradient) appears to persistently increase (decreasing) in the last three cycles of weakening solar activity. We suggest that simple differences between these parameters in A>0 and A<0 epochs are seriously biased by these long-term trends.Comment: accepted for the publication in the Astrophysical Journa

Analycity and smoothing effect for the coupled system of equations of Korteweg - de Vries type with a single point singularity

We study that a solution of the initial value problem associated for the coupled system of equations of Korteweg - de Vries type which appears as a model to describe the strong interaction of weakly nonlinear long waves, has analyticity in time and smoothing effect up to real analyticity if the initial data only has a single point singularity at $x=0.

The a priori Tan Theta Theorem for spectral subspaces

Let A be a self-adjoint operator on a separable Hilbert space H. Assume that the spectrum of A consists of two disjoint components s_0 and s_1 such that the set s_0 lies in a finite gap of the set s_1. Let V be a bounded self-adjoint operator on H off-diagonal with respect to the partition spec(A)=s_0 \cup s_1. It is known that if ||V||<\sqrt{2}d, where d=\dist(s_0,s_1), then the perturbation V does not close the gaps between s_0 and s_1 and the spectrum of the perturbed operator L=A+V consists of two isolated components s'_0 and s'_1 grown from s_0 and s_1, respectively. Furthermore, it is known that if V satisfies the stronger bound ||V||< d then the following sharp norm estimate holds: ||E_L(s'_0)-E_A(s_0)|| \leq sin(arctan(||V||/d)), where E_A(s_0) and E_L(s'_0) are the spectral projections of A and L associated with the spectral sets s_0 and s'_0, respectively. In the present work we prove that this estimate remains valid and sharp also for d \leq ||V||< \sqrt{2}d, which completely settles the issue.Comment: v3: some typos fixed; Examples adde

The X-ray Outburst of H1743-322: High-Frequency QPOs with a 3:2 Frequency Ratio

We observed the 2003 X-ray outburst of H1743-322 in a series of 130 pointed observation with RXTE. We searched individual observations for high-frequency QPOs (HFQPOs) and found only weak or marginal detections near 240 and 160 Hz. We next grouped the observations in several different ways and computed the average power-density spectra (PDS) in a search for further evidence of HFQPOs. This effort yielded two significant results for those observations defined by the presence of low-frequency QPOs (0.1-20 Hz) and an absence of ``band-limited'' power continua: (1) The 9 time intervals with the highest 7-35 keV count rates yielded an average PDS with a QPO at $166 \pm 5$ Hz. ($4.1 \sigma$; 3--35 keV); and (2) a second group with lower 7-35 keV count rates (26 intervals) produced an average PDS with a QPO at $242 \pm 3$ Hz ($6.0 \sigma$; 7--35 keV). The ratio of these two frequencies is $1.46 \pm 0.05$. This finding is consistent with results obtained for three other black hole systems that exhibit commensurate HFQPOs in a 3:2 ratio. Furthermore, the occurrence of H1743-322's slower HFQPO at times of higher X-ray luminosity closely resembles the behavior of XTE J1550-564 and GRO J1655-40. We discuss our results in terms of a resonance model that invokes frequencies set by general relativity for orbital motions near a black-hole event horizon.Comment: 12 pages, 3 figures, submitted to Ap

\u3cem\u3eu\u3c/em\u3e-Singularity and \u3cem\u3et\u3c/em\u3e-Topos Theoretic Entropy

We will give descriptions of u-singularities as we introduce the notion of t-topos theoretic entropies. The unifying methodology for a u-singularity is the universal mapping property of an inverse or direct limit. The qualitative, conceptual, and structural analyses of u-singularities are given in terms of inverse and direct limits of micro decompositions of a presheaf and coverings of an object in t-site in the theory of temporal topos