Results 261 to 270 of about 122,445 (270)
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Ultra-high coercivity Sm-Co bulk magnets with remarkable thermal stability
Scripta Materialia, 2022Kwangjae Park +3 more
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Spectral Stability of NBBD under Sparse Zero Tolerance: A Probabilistic Coercivity Framework
We present a reproducible analytic framework for NBBD completeness under sparse zerotolerance. By introducing a probabilistic mean-oscillation space X′, we establish A2 control forthe weight w = e2F , where F = log |U(σ + it)|. This ensures coercivity of the Mellin-HilbertGram operator T00, and spectral stability near the critical line.openaire +1 more source
A Structural Framework for the Riemann Hypothesis via Coercivity and Surrogate Stability
We present a falsifiable analytic structure for the Riemann Hypothesis based on the coercivityof a Mellin-Hilbert Gram operator. This framework is structurally coherent and empiricallystable. It does not claim logical completeness or final proof, but offers a recurrence-resistantflow formalized within ZFC and supported by surrogate estimates.openaire +1 more source
Thermal stability and dynamic coercivity measurements of longitudinal magnetic recording media
IEEE International Magnetics Conference, 1999A. Moser, D. Weller
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2005
The mixed-valent {MnIII20−xMnIIx} cage complexes (x=2–6) have structures corresponding to a fragment of a cubic close-packed lattice (see picture, Mn large sphere, O small sphere). Magnetic studies show for the cage with x=2 that the ground state has a spin (S) of 19±1 in low field, which increases to about S=30 at higher fields.
S. MAHESWARAN +6 more
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The mixed-valent {MnIII20−xMnIIx} cage complexes (x=2–6) have structures corresponding to a fragment of a cubic close-packed lattice (see picture, Mn large sphere, O small sphere). Magnetic studies show for the cage with x=2 that the ground state has a spin (S) of 19±1 in low field, which increases to about S=30 at higher fields.
S. MAHESWARAN +6 more
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We present an operator-theoretic framework related to the Riemann Hypothesis (RH), built on aMellin-type convolution operator Tσ on L2(wσ) with wσ(t) = |ζ(σ + it)|2. The analysis combines(i) a Gamma core–tail decomposition with quantitative Stirling bounds and conservative Gammaapproximation errors EΓ(σ, ξ0), (ii) principal symbol positivity with phase
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Thet-Coercivity Approach For Solving Stokes Problem: Stabilization of Finite Element Pairs
Erell Jamelot, Patrick Ciarletopenaire +1 more source
Thermal Stability and Soft Magnetic Properties of Novel Low-Coercivity Fe-B-Ce-La Alloys
Journal of MagneticsYoungsin Choi +4 more
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