相关期刊:《Chinese Physics B》《Applied Mathematics and Mechanics(English Edition)》《Journal of Hydrodynamics》《Numerical Mathematics(Theory,Methods and Applications)》更多>>
This work provides a new method for pricing options under the generalized stochastic volatility models with Jacobi stochastic correlation.Our method is based on the observation that the generalized models belong to th...
Partial funding in support of this work was provided by the Natural Sciences and Engineering Research Council of Canada(NSERC);the Department of Mathematics at the University of Oregon。
We construct superprocesses with dependent spatial motion(SDSMs)in Euclidean spaces R^(d)with d≥1 and show that,even when they start at some unbounded initial positive Radon measure such as Lebesgue measure on R^(d),...
Dr.Jonathan Hobley is grateful to National Cheng Kung University's NCKU90 distinguished visiting scholar program for hosting his research;MOST for providing research funding under project number 111-2222-E-006-007.
Adsorptive removal and dynamic interaction of three different pharmaceutical pollutants,namely rifampicin(RIF),streptomycin(STM),and ibuprofen(IBU)onto chitosan were systematically investigated using a batch adsorptio...
Diffusions of multiple components have numerous applications such as underground water flow, pollutant movement, stratospheric warming, and food processing. Particularly, liquid hydrogen is used in the cooling process...
Stock price volatility is considered the main matter of concern within the investment grounds.However,the diffusivity of these prices should as well be considered.As such,proper modelling should be done for investors ...
Project supported by the National Natural Science Foundation of China(Grants Nos.U1738118 and 11372314);the Strategic Priority Research Program on Space Science,the Chinese Academy of Sciences(A)(Grant Nos.XDA04020202 and XDA04020406);the Strategic Priority Research Program of the Chinese Academy of Sciences(Grant No.XDB22040301)
The self-diffusion problem of Brownian particles under the constraint of quasi-one-dimensional(q1 D) channel has raised wide concern.The hydrodynamic interaction(HI) plays an important role in many practical problems ...
Our interest here in this investigation is to explore the thermophoresis and Brownian motion characteristics in flow induced by stretched surface.Electrically conducted Jeffrey material formulates the flow equation.Li...
supported by the National Natural Science Foundation of China(Nos.11301030,11431014)
A regime-switching geometric Brownian motion is used to model a geometric Brownian motion with its coefficients changing randomly according to a Markov chain.In this work, the author gives a complete characterization ...
supported by National Natural Science Foundation of China (Grant Nos. 11301030, 11401169 and 11431014);Key Scientific Research Projects of Henan Province (Grant No. 16A110010)
The asymptotical stability in probability is studied for diffusion processes and regime-switching diffusion processes in this work. For diffusion processes, some criteria based on the integrability of the functionals ...
Necessary conditions are proved for certain problems of optimal control of diffusions where hard end constraints occur. The main results apply to several dimensional problems, where some of the state equations involve...