Results 61 to 70 of about 7,386 (155)
A NILM load identification method based on structured V-I mapping. [PDF]
Du Z, Yin B, Zhu Y, Huang X, Xu J.
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Brown Stink Bug (Hemiptera: Pentatomidae) Damage to Seedling Corn and Impact on Grain Yield. [PDF]
Bryant TB, Babu A, Reisig DD.
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Bergman kernels and equilibrium measures for ample line bundles
Let L be an ample holomorphic line bundle over a compact complex Hermitian manifold X. Any fixed smooth Hermitian metric on L induces a Hilbert space structure on the space of global holomorphic sections with values in the k:th tensor power of L. In this
Berman, Robert
core
It is known that the Bergman kernel associated with Lk, where L is positive line bundle over a complex compact manifold, has an asymptotic expansion. We give an elementary proof of the fact that the subprincipal term of this expansion is the scalar curvature.
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Organic Rice Production Practices: Effects on Grain End-Use Quality, Healthfulness, and Safety. [PDF]
Bergman C, Pandhi M.
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The Role of Levodopa Challenge in Predicting the Outcome of Subthalamic Deep Brain Stimulation. [PDF]
Wolke R +10 more
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The Bergman kernel on forms: General theory
The goal of this note is to explore the Bergman projection on forms. In particular, we show that some of most basic facts used to construct the Bergman kernel on functions, such as pointwise evaluation in $L^2_{0,q}( )\cap\ker\bar\partial_q$, fail for $(0,q)$-forms, $q \geq 1$.
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Applications of Bergman kernel functions
In this paper we revisit the so-called Bergman kernel method (BKM) for solving conformal mapping problems. This method is based on the reproducing property of the Bergman kernel function. The main drawback of this well known technique is that it involves an orthonormalization process and thus is numerically unstable.
Bock, S., Falcão, M. I., Gürlebeck, K.
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The bergman kernels of cartan — hartogs domains
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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