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Diversity and distribution of CYP gene family in Bactrian camel

camel genome. Author’s contributions Surong Hasi and Yanan Tian designed and led the project, and wrote the manuscript; Jirimutu Yao and Siriguleng Yu contributed to the analysis and interpretation of the

Comparative analysis of fecal microbial communities in cattle and Bactrian camels

preparation of the manuscript. Author Contributions Data curation: LM LY. Formal analysis: LM LY. Funding acquisition: Jirimutu SH Siriguleng. Investigation: JH LH ZW. 9 / 11 Methodology: Jirimutu. Project

A New Mixed Element Method for a Class of Time-Fractional Partial Differential Equations

A kind of new mixed element method for time-fractional partial differential equations is studied. The Caputo-fractional derivative of time direction is approximated by two-step difference method and the spatial direction is discretized by a new mixed element method, whose gradient belongs to the simple space replacing the complex space. Some a priori error estimates in -norm for...

A New Mixed Element Method for a Class of Time-Fractional Partial Differential Equations

A kind of new mixed element method for time-fractional partial differential equations is studied. The Caputo-fractional derivative of time direction is approximated by two-step difference method and the spatial direction is discretized by a new mixed element method, whose gradient belongs to the simple space replacing the complex space. Some a priori error estimates in -norm for...

A Coupling Method of New EMFE and FE for Fourth-Order Partial Differential Equation of Parabolic Type

We propose and analyze a new numerical method, called a coupling method based on a new expanded mixed finite element (EMFE) and finite element (FE), for fourth-order partial differential equation of parabolic type. We first reduce the fourth-order parabolic equation to a coupled system of second-order equations and then solve a second-order equation by FE method and approximate...

A Novel Characteristic Expanded Mixed Method for Reaction-Convection-Diffusion Problems

A novel characteristic expanded mixed finite element method is proposed and analyzed for reaction-convection-diffusion problems. The diffusion term is discretized by the novel expanded mixed method, whose gradient belongs to the square integrable space instead of the classical space and the hyperbolic part is handled by the characteristic method. For a priori error estimates...