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grey function     
相关语句
  灰函数
     The Uniformly Continuous Grey Function
     一致连续的灰函数
短句来源
     The Limit Calculating Theorem about the Quotient of Two Grey Function
     两个灰函数商的极限运算定理
短句来源
     On the basis of the concepts of grey function and continuous grey function,this Paper gives a definition of the uniformly Cont■nuous g■ey function and P■oves a result:the g■ey function that obta■n afte Polonging a uniformly Cont nuousreal function is Uniformly Continuous grey function.
     本文在灰函数和连续灰函数概念的基础上,给出了一致连续灰函数的定义,证明了一致连续的实函数经过灰延拓后得到的灰函数为一致连续的灰函数;
短句来源
     On the basis of the paper,this paper studies the limit calculating theorem about the quotient of two grey function.
     本文在文[1]、[2]的基础上,研究了两灰函数商的极限运算定理。
短句来源
     On the basis of the grey function and grey limit, a new concept of continuous grey function is given out and its properties are studied in the present paper.
     本文在灰函数和灰极限基础上,给出了连续灰函数的概念,并研究了它的性质。
短句来源
更多       
  灰函数的
     The Concept of Grey Derivate and the Derivate of Simple Grey Function
     灰导数的概念及简单灰函数的导数
短句来源
     Some analysis quality of grey function is given, the method of defining grey monopoly price is obtained.
     给出了灰函数的一些分析性质,由此得到了灰色垄断价格的确定方法
短句来源
     On the basis of the concepts of grey function and continuous grey function,this Paper gives a definition of the uniformly Cont■nuous g■ey function and P■oves a result:the g■ey function that obta■n afte Polonging a uniformly Cont nuousreal function is Uniformly Continuous grey function.
     本文在灰函数和连续灰函数概念的基础上,给出了一致连续灰函数的定义,证明了一致连续的实函数经过灰延拓后得到的灰函数为一致连续的灰函数;
短句来源
     Uniform Continuity of Grey Function in the Grey Region
     灰区域上灰函数的一致连续性
短句来源
     On the basis of the grey function and grey limit, a new concept of continuous grey function is given out and its properties are studied in the present paper.
     本文在灰函数和灰极限基础上,给出了连续灰函数的概念,并研究了它的性质。
短句来源
更多       
  灰色函数
     On grey function
     灰色函数
短句来源
  泛灰函数
     The pan—Grey Function and Its Limit
     泛灰函数及其函数的极限
短句来源
     The Operation and its Nature of General Grey Function Limit
     泛灰函数极限的运算与性质
短句来源
     Universal Grey function can deal with some problems that Grey number or interval analysis can't .
     泛灰函数不仅具有区间分析的功能 ,而且能解决区间分析所不能解决的问题 .
短句来源
     According to the characteristic of universal Grey function,namely, if there has solution in the universal Grey interval, it must be 0∈F(X),confirming whether it has solution and removing non-solution interval and decomposing interval that has some solutions, finally finding all solutions of non-linear equation.
     根据对求解区间的泛灰函数性质 (如果在区间上有解 ,则 0∈F(X) )进行判定是否有解 ,剔除无解区间 ,细化有解区间 ,从而求解非线性方程的全部解。
短句来源
     According to the characteristic of universal grey function, namely, if there has solution in the universal grey interval, it must be 0∈F(X), confirming whether it has solution and removing non-solution interval and decomposing interval that has some solutions,finally finding all solutions of non-linear equation.
     根据对求解区间的泛灰函数性质 (如果在区间上有解 ,则 0∈F(X) )进行判定是否有解 ,剔除无解区间 ,细化有解区间 ,从而求解非线性方程的全部解。
短句来源

 

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    An abstract definition of the grey number is given and the following problems are discussed:1. The subordinating degree of a grey number is "sandwiched" between the two subordinating degrees μ(x) and μ(x) (μ(x) ≥μ(x)).2. There are three categories of grey numbers: the upper unbounded, lower unbounded, and bounded grey numbers.3. The grey numbers in current use are Deng's grey number and the internal grey number, called rational grey numbers. The operational rule of the rational grey number is given and it is...

    An abstract definition of the grey number is given and the following problems are discussed:1. The subordinating degree of a grey number is "sandwiched" between the two subordinating degrees μ(x) and μ(x) (μ(x) ≥μ(x)).2. There are three categories of grey numbers: the upper unbounded, lower unbounded, and bounded grey numbers.3. The grey numbers in current use are Deng's grey number and the internal grey number, called rational grey numbers. The operational rule of the rational grey number is given and it is proved that the distributive law[a, b] ([c, d] + [e,f]) = [a, b][c, d] + [a, b][e,f] holds if and only if the following conditions hold: a,b,c,d,e,f≥0 or a, b,c, d, e,f≤0.4. The theories of the grey function, grey limit, grey matrix, grey determinant, grey topology, etc. can be worked out on the basis of the abstract definition of the grey number.5. Let G be a grey number, F a fuzzy number, and R a real number. Then G F R.

    本文在分析灰数的内在含义的基础上,通过隶属函数给出了灰数的抽象定义及其表示方法;讨论了灰数的分类情况及灰数与糊模数、实数的关系;给出了有理灰数的运算法则,并论证了在加强条件下乘法对加法的分配律。

    On the basis of the grey function and grey limit, a new concept of continuous grey function is given out and its properties are studied in the present paper.

    本文在灰函数和灰极限基础上,给出了连续灰函数的概念,并研究了它的性质。

    On the basis of the concepts of continuous grey function, the discontinuous point of a grey function and continuity of elementary grey function are dealt with in this paper.

    本文在连续灰函数的概念的基础上,研究了灰函数的不连续点和初等灰函数的连续性。

     
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