12 research outputs found
The Bismut-Elworthy-Li type formulae for stochastic differential equations with jumps
Full text linkConsider jump-type stochastic differential equations with the drift,
diffusion and jump terms. Logarithmic derivatives of densities for the solution
process are studied, and the Bismut-Elworthy-Li type formulae can be obtained
under the uniformly elliptic condition on the coefficients of the diffusion and
jump terms. Our approach is based upon the Kolmogorov backward equation by
making full use of the Markovian property of the process.Comment: 29 pages, to appear in Journal of Theoretical Probabilit
The effects of neck flexion on cerebral potentials evoked by visual, auditory and somatosensory stimuli and focal brain blood flow in related sensory cortices
Get PDFDevelopmental changes in shortening of pro-saccade reaction time while maintaining neck flexion position
No full textEffect of Vibration Stimulation to Neck Extensor Muscles on Reaction Time in Various Saccadic Eye Movements
No full textEffect of maintaining neck flexion on anti-saccade reaction time: an investigation using transcranial magnetic stimulation to the frontal oculomotor field
No full textRelationship between Quiet Standing Position and Perceptibility of Standing Position in the Anteroposterior Direction
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Eye Movement Performance and Prefrontal Hemodynamics during Saccadic Eye Movements in the Elderly
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Finite Dimensional Approximations to Wiener Measure and Path Integral Formulas on Manifolds
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