零点定理

2014年，演员蒂尔达·斯文顿（TildaSwinton）在四部电影中戴着假牙：《零点定理》（TheZeroTheorem）、《布达佩斯大饭店》、《唯爱永生》（OnlyLoversLeftAlive），以及奉俊昊导演的《雪国列车》（Snowpiercer）。

In 2014 , the actress Tilda Swinton wore false teeth in four movies : " The Zero Theorem , " " The Grand Budapest Hotel , " " Only Lovers Left Alive " and " Snowpiercer , " a film directed by Bong Joon-ho .

它是Hilbert零点定理的一个形式。

It is one form of Hilbert 's Nullstellensatz .

可数生成代数上的Hilbert零点定理

Hilbert Nullstellensatz of Countably Generated Algebras

此外，本文还研究了所谓的严格的实Hilbert环，这类环对于半代数零点定理等方面的探讨更具应用意义。

Moreover , the so-called strictly real Hilbert rings are investigated ; these rings are of significance for the discussion of the semialgebraic Nullstellensatz .

应用零点定理，斯图姆定理和单变元多项式正定性判定定理，讨论了不等式φ（x）>ψ（x）在两种不同的情况下的判定算法。

Using Zero theorem , Sturm theorem and determinative theorem of the positive of univariate polynomials , we put forward the determinative algorithm to auto-reason the inequality φ( x ) > ψ( x ) under the two different conditions .

适合无限维实零点定理的序域之结构Ⅱ

On Structure of Ordered Fields Satisfying the Infinite-dimensional Real Nullstellensatz ⅱ

任意区间上连续函数的零点定理

A Zero-Point Theorem for Continuous Functions on General Types of Intervals

速率函数零点定理的一个新证明

New Proving about the Zero Point Theorem of Rate Function

极大单调映象的零点定理的推广

A Generalization of zero Point Theorem of Maximal Monotone Mapping

紧正交映象的零点定理关于正交变换的若干问题

A ZERO-POINT THEOREM OF THE COMPACT ORTHOGONAL MAPPING Orthogonal Transformation

代数连续映象的零点定理及其应用

A Zero-point Theorem of the Algebra Continued Mapping

无限维空间中的实零点定理

Real Nullstellensatz in Infinite-Dimensional Spaces

二阶线性方程的同值振动性及零点定理的推广

The Same Value Oscillation of Second Order Linear Equations and the Generalization of the Zero Piont Theorem

集值极大单调映象与（S）+型映象的和的零点定理

Zero theorem for the sum of set-valued maximally monotone mapping and ( s ) _ + type mapping

作为本文的主要结果，关于交换环上矩阵的正点定理，零点定理和非负点定理被建立。

As the main results , it gives a Positivstellensatz , a Nullstellensatz and a Nichtnegativstellensatz for matrices over a commutative ring .

通过零点定理、最值性定理、反函数的求导法则、一致连续性和拐点的定义来说明几何直观在《数学分析》教学中的作用。

In this paper a function of the geometric intuition in the teaching of mathematical analysis is shown by the zero-point theorem , the theorem of maximum minimum property , the derivation rule of inverse function , and the definitions of uniform continuity and inflection point .

在介值性定理与零点定理的基础上，对区间上的连续函数证明了平行弦定理，推广了介值性定理和零点定理，建立了几个不动点定理。

On the basis of the medium theorem and the zero-point theorem and according to the premise of the continuous function in the interval , this article proves the parallel chord theorem , popularizes the medium theorem and the zero point theorem , and establishes a few fixed point theorems .

二阶微分系统解的零点比较定理

Comparison Theorem of Zero Point to the Second Order Differential Systems

零点分割定理

Theorem on separation of zeros

Fan的零点存在性定理与重合定理，同时也改进了K。

Fan 's existence theorem of zore and coincidence theorem of set-valued map , and improve K.

Banach空间中带扰动的m-增生算子的零点与映象定理

Zeros and Mapping Theorems for perturbations of m-accretive operators in Banach Spaces

集值映射的零点存在性定理与重合定理

Existence theorem of zore and coincidence theorem of set-valued map

齐线性微分方程非零解的零点个数定理

On the Number of Zeros for Non-zero Solutions of Linear Homogeneous Differential Equation

使用Leray-Schauder度理论研究了带紧扰动的极大单调算子的零点问题，获得了一些新的零点定理。

In this paper we study zero problems of maximal monotone operators with compact perturbations by applying the Leray-Schauder degree theory . We obtain some new zero theorems .