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不动点     
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  fixed point
     (Z_2)~k-actions with Fixed Point Set of Constant Codimension
     具有常余维数不动点集的(Z_2)~k作用
短句来源
     ON HOMOLOGY AND FIXED POINT PROPERTIES OF COMPACT PLANE SETS
     平面上紧致子集的同调群及不动点性质
短句来源
     PERIODIC TRANSFORMATIONS AND FIXED POINT THEOREMS——Ⅱ.MANIFOLDS
     周期变换与不动点定理——Ⅱ.流形
短句来源
     A COMMON RANDOM FIXED POINT THEOREM FOR A SEQUENCE OF MULTIVALUED MAPPINGS
     多值映象序列的公共随机不动点定理
短句来源
     The structure of Positive Fixed Point Set for Condensing Mappings
     凝聚映象正不动点集的结构
短句来源
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  fixed points
     By using the fixed points theorem of twist map, the author proves that the biomathematical model of muscular blood vessel: x+B+Ax+γx 3=E cos ωt has at least one 2π /ω periodic solution under condition: B/2<1 where A, B, γ, E, ω are positive constant.
     运用扭转映射的不动点定理 ,证明了肌型血管生物数学模型 x+Bx+Ax+γx3 =E cosωt,( B/ 2 <1 )至少存在一个 2 π/ ω周期解 ,其中 A,B,γ,E,ω都是正常数
短句来源
     Let K be a nonempty closed convex subset of Hilbert space E,T-i:K→K,i=1,2,3,…,N,are strictly Pseudocontractive Mappings such that the common set of fixed points F=∩-(1≤i≤N)F(T-i)≠.
     设K是Hilbert空间E中非空闭凸集,Ti∶K→K是具不动点集F(Ti)的严格伪压缩映像,且F=∩1≤i≤NF(Ti)≠φ,i=1,2,3,…,N.
短句来源
     Features of Fixed Points of Operator Equation x=tBx+f
     算子方程x=tBx+f的不动点特征
短句来源
     The Calculation Of The Fixed Points OfThe Nonlinea Equation (?)+δ(?)-x+x~3=fcoswt
     非线性方程+δ—x+x~3=fcosωt 的不动点计算
短句来源
     2_Asymptotically Regular Mapping and Fixed Points
     2_渐近正则映象与不动点
短句来源
更多       
  fixed-point
     In a Sobolev spaceC JL,Hs(R) C1 JL,Hs-1(R) , we obtain the existence and uniqueness ofthe solution by the means of the Banach fixed-point theory and get the formalapproximation solution of it.
     在Sobolev空间C JL,Hs(R) C1 JL,Hs-1(R)中,运用Banach不动点理论证明了解的存在唯一性,得到了这类半线性波动方程形式近似解的合理性.
短句来源
     Fixed-point theorem in spaces with vector norm
     具有向量值范数的向量空间上的一类不动点定理
短句来源
     The Eigenvalue and Fixed-point Theorem on Near-algebra and Banach Algebra
     Near-algebra和Banach代数上的特征值和不动点定理(英文)
短句来源
     By transferring from the existence of solution of equation(*) about initial value [x_1(0)=u_1,x_2(0)=u_2] to discuss fixed-point of a mapping,the author popularizes the corresponding theories using the conclusion.
     通过将方程(*)关于初值x1(0)=u1,x2(0)=u2的解的存在性问题转化为讨论一个映象的不动点问题,用所得结论推广了文[6],[7]中相应的定理.
短句来源
     The following boundary-value problem of dynamic equations on time scales ((uΔ(t))n)Δ=g(t)f(-u(t)),uΔ(a)=0=u(σ2(b)),t∈ is studied. Some existence criteria of convex solutions are obtained under the assumption that the nonlinear term is either superlinear or sublinear,and the main tool is the theory of fixed-point index.
     研究下述测度链T上动力方程边值问题((uΔ(t))n)Δ=g(t)f(-u(t)),uΔ(a)=0=u(σ2(b)),t∈[a,b],在非线性项满足超线性或次线性的条件下,获得其凸解的存在性标准,所用工具为不动点指数理论.
短句来源
更多       
  the fixed point
     INVOLUTIONS WITH THE FIXED POINT SET F=RP_1(2m+1)∪RP_2(2m+1)∪RP(2)
     不动点集是RP_1(2m+1)∪RP_2(2m+1)∪RP(2)的对合
短句来源
     In the paper, the existence of two positive solutions of the Third-order boundary value problems(_p(u″(t)))′+f(t, u(t))=0, 0the fixed point index.
     采用Green函数定义算子的方法,利用不动点指数理论证明了边值问题(p(u″(t)))′+f(t,u(t))=0,0
短句来源
     The Smooth Closed Manifold with {p}∪V~( 4m+2)Being the Fixed Point Set of(Z_2)~k-action
     具有(Z_2)~k作用不动点集为{p}∪V~(4m+2)的光滑闭流形
短句来源
     The positive solutions are obtained by the fixed point theorem of cone expansion-compression for(n+1)order two- point nonlinear differential equation,-u~(n+1)(t)=f(t,u(t)),0<t<1,u(0)=u'(0)=L=u~(n+1)(0)=u(1)=0.
     应用锥压缩与锥拉伸不动点定理,证明了n+1阶两点非线性微分方程-u~(n+1)(t)=f(t,u(t)),0<t<1,u(0)=u(0)=L=u~(n+1)(0)=u(1)=0的正解的存在性.
短句来源
     An involution on a closed manifold with the fixed point set RP(1)∪P(1,8)
     对合的不动点集为RP(1)∪P(1,8)的流形
短句来源
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  fixed point
The symmetric varieties considered in this paper are the quotientsG/H, whereG is an adjoint semi-simple group over a fieldk of characteristic ≠ 2, andH is the fixed point group of an involutorial automorphism ofG which is defined overk.
      
This map corresponds geometrically to restriction to the fixed point set of an action of a one-dimensional torus on the flag variety of a semisimple group G.
      
Let Θ denote an involution for a simply connected compact Lie group U, let K denote the fixed point set, and let μ denote the U-invariant probability measure on U/K.
      
By means of somea priori estimates of the solution and the Leray-Schauder's fixed point theorem, we prove the existence and the uniqueness theorems of the generalized global solution of the mentioned problem.
      
This paper proposes a formally stronger set-valued Clarke's fixed point theorem.
      
更多          
  fixed points
Rational smoothness and fixed points of torus actions
      
Erratum to "Rational Smoothness and Fixed Points of Torus Actions"
      
It is injective and its image coincides with the set ofEx-fixed points inI.
      
Erratum to "rational smoothness and fixed points of torus actions"
      
Fixed points and coupled fixed points for increasing operators with applications to differential inclusions in Banach spaces
      
更多          
  fixed-point
By the Schauder-Tychonoff fixed-point theorem, we investigate the existence and asymptotic behavior of positive radial solutions of fully nonlinear elliptic equations inRn.
      
In this paper, we use the M?nch fixed-point theorem to prove some existence theorems of solutions for the nonlinear impulsive Volterra integral equations in Banach spaces that improve and extend the results in [2].
      
By using Krasnoselskii's fixed-point theorem on a suitable cone, several existence results and corresponding properties of positive solutions of nonlocal boundary value problem for nonlinear retarded differential equation are obtained.
      
By using Krasnosel'skii's fixed-point theorem and fixed-point index theorem, criteria are achieved for the existence of at least one, two or 2n positive solutions.
      
By means of Schauder fixed-point theorem, an existence result of solution is obtained.
      
更多          
  the fixed point
The symmetric varieties considered in this paper are the quotientsG/H, whereG is an adjoint semi-simple group over a fieldk of characteristic ≠ 2, andH is the fixed point group of an involutorial automorphism ofG which is defined overk.
      
This map corresponds geometrically to restriction to the fixed point set of an action of a one-dimensional torus on the flag variety of a semisimple group G.
      
Let Θ denote an involution for a simply connected compact Lie group U, let K denote the fixed point set, and let μ denote the U-invariant probability measure on U/K.
      
In this paper, the fixed point theorem is applied to investigate the existence of solutions of Sturm-Liouville boundary value problems for nonlinear second order impulsive differential equations in Banach spaces.
      
Under suitable conditions and by using the fixed point theorem the existence, uniqueness and asymptotic behavior of solution for the boundary value problems are studied.
      
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