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Proximal hyperspectral sensing of abiotic stresses in plants Recent attempts, advances and challenges, as well as future perspectives regarding the application of proximal hyperspectral sensing (where sensors are placed within 10 m above plants, either on land-based platforms or in con-trolled environments) to assess plant abiotic stresses have been critically reviewed Abiotic stresses, caused by either physical or chemical reasons such as nutrient de
Robust generalized multiplicative scatter correction . . . ral data is needed to correct the spectra before it is used for post-processing using any statistical method In this paper, several different classical pretreatment methods were evaluated and a new robust Generalized Multiplicative Scatter Correction (GMS
arXiv:1811. 00167v2 [math. PR] 5 Nov 2018 Abstract We study the stochastic nonlinear Schr ̈odinger equations with linear multiplicative noise, particularly in the defocusing mass-critical and energy-critical cases For general initial data, we prove the global existence and uniqueness of solutions in both cases When the quadratic variation of noise is globally bounded, we also obtain the rescaled scattering behavior of solutions in
Lecture 8: Stochastic Differential Equations The drift arises only when the noise is multiplicative, and it depends on the rate of change of the magnitude of the noise Heuristically, there is an extra drift because the Stratonovich integral can “see” into the future so it needs to account for the changing magnitude of the noise Remark
Background - pureportal. strath. ac. uk 24 multiplicative scatter correction (EMSC) are widely used to remove light scattering effects from spectra 25 of samples containing particulate species When these methods are used, the parameters that are applied 26 for correcting the spectra are normally discarded If the scatter correction method is effective, these
GENERALIZED MULTIPLICATIVE HILBERT OPERATORS arXiv:2205 . . . Abstract In this note, by introducing some parameters, we define and study some generalized multiplicative Hilbert operators We provide a sufficient and necessary condition for the boundedness of these operators in terms of the parameters Also, for certain special cases, we determine the exact values of the norms of the generalized multiplicative Hilbert operators 1 Introduction and main