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Bi-Poisson Structures and Integrability of Geodesic Flow on Homogeneous Spaces
      
Weyl chamber flow on irreducible quotients of PSL(2, ?) × PSL(2, ?)
      
We study the behavior of the ergodic singular integral τ associated to a nonsingular measurable flow {τ:t ∈ ?} on a finite measure space and a Calderón-Zygmund kernel with support in (0, ∞).
      
Results of clone formation and Flow cytometry analysis (FCAS) suggested that prodigiosin has the capability of restraining mitosis by regulating the cell cycle.
      
A recognition problem in converting linear programming to network flow models
      
In this paper, a semilinear elliptic-parabolic PDE system which arises in a two dimensional groundwater flow problem is studied.
      
Chebyshev spectral-finite element method for incompressible fluid flow
      
Moreover, the representations of the solution for the coupled MKdV hierarchy are given by the involutive solutions of the commutable flow [3].
      
Characteristics difference method for incompressible miscible flow in porous media
      
Two-phase, incompressible miscible flow in prous media is governed by a system of nonlinear partial differential equations.
      
A singularly perturbed problem for stable supersonic flow
      
In this paper, a singularly perturbed problem for the stable fluid flow is considered.
      
Two-phase, miscible, incompressible flow in porous media is governed by a system of nonlinear partial differential equations.
      
In this paper, a new model for inverse network flow problems, robust partial inverse problem is presented.
      
Further discussion on statistical properties of activity flow time in pert
      
In this paper attempts are made at answering the problems on the statistical properties of activity flow time in PERT raised by the late famous mathematican Hua Loo-keng.
      
This method can overcome the flow problem in the maximum-entropy algorithm.
      
It is showed that the LmSP (limit shadowing property) for flows is invariant under topological equivalence, and the suspension flow ?f of a homeomorphism f under a continuous function ?: X → R>amp;gt;0 has LmSP+ if and only if f has LmSP+.
      
As examples of application, the LmSP+ of the ergodic flow on torus which has irrational number is discussed, and the characterization of a class of flows on torus with LmSP+ is given.
      
A trust region algorithm via bilevel linear programming for solving the general multicommodity minimal cost flow problems
      
 

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