博士学位論文 (Thesis(doctor ...
openaire
Combination of dynamic TOPMODEL and machine learning techniques to improve runoff prediction
Abstract TOPMODEL has been widely employed in hydrology research, undergoing continuous modifications to broaden its practical applicability and enhance its simulation accuracy. To encompass spatial discretization, diffusion‐wave characteristics, depth‐dependent flow velocity, and flux estimation in the unsaturated zone, a generalized dynamic TOPMODEL ...
Pin‐Chun Huang
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Spectral shifted Chebyshev collocation technique with residual power series algorithm for time fractional problems. [PDF]
Rida SZ+4 more
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Abstract Accurately predicting the dynamics of complex systems governed by partial differential equations (PDEs) is crucial in various applications. Traditional numerical methods such as finite element methods (FEMs) offer precision but are resource‐intensive, particularly at high mesh resolutions.
Mehdi Taghizadeh+2 more
wiley +1 more source
Abstract The plant hormone auxin (Indole‐3‐Acetic Acid, IAA) is a key player in nearly every aspect of plant growth and development ranging from cell division and cell elongation to embryogenesis and root formation. The IAA level in specific tissues and cells is regulated by synthesis, conjugation, degradation and transport. Especially long‐range polar
Kees J. M. Boot+6 more
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Exploring optical solitary wave solutions in the (2+1)-dimensional equation with in-depth of dynamical assessment. [PDF]
Ashaq H+4 more
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Asymptotic growth rate of solutions to level‐set forced mean curvature flows with evolving spirals
Abstract Here, we study a level‐set forced mean curvature flow with evolving spirals and the homogeneous Neumann boundary condition, which appears in a crystal growth model. Under some appropriate conditions on the forcing term, we prove that the solution is globally Lipschitz.
Hiroyoshi Mitake, Hung V. Tran
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Advancing Renewable Energy Systems: A Numerical Approach to Investigate Nanofluidics' Role in Engineering Involving Physical Quantities. [PDF]
Basit MA+6 more
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Biflat F‐structures as differential bicomplexes and Gauss–Manin connections
Abstract We show that a biflat F‐structure (∇,∘,e,∇∗,∗,E)$(\nabla,\circ,e,\nabla ^*,*,E)$ on a manifold M$M$ defines a differential bicomplex (d∇,dE∘∇∗)$(d_{\nabla },d_{E\circ \nabla ^*})$ on forms with value on the tangent sheaf of the manifold. Moreover, the sequence of vector fields defined recursively by d∇X(α+1)=dE∘∇∗X(α)$d_{\nabla }X_{(\alpha +1)}
Alessandro Arsie, Paolo Lorenzoni
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The performance evolution of Xue and Yamada-Ota models for local thermal non equilibrium effects on 3D radiative casson trihybrid nanofluid. [PDF]
Galal AM+8 more
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