continued fractions造句
例句與造句
- the term "continuant" arises from a relation between this type of determinant and continued fractions .
“連行列式”這一名稱來自于這種類型的行列式與連分式的相互關系。 - continued fractions and linear recurring sequence synthesis over galois rings
環(huán)上的連分式與線性遞歸序列綜合 - convergence criteria for vector valued continued fractions based on samelson inverse
逆的向量值連分式的收斂準則 - a kind of accelerating convergence factors for limit periodic continued fraction
一類極限循環(huán)連分式的加速收斂因子 - continued fraction approximation
連分式逼近 - It's difficult to find continued fractions in a sentence. 用continued fractions造句挺難的
- continued fraction expansion
連分式展開式 - regular continued fraction
正則連分數(shù) - application of continued fraction approximation method to slope probabilistic analysis
函數(shù)連分式漸近法在斜坡穩(wěn)定性概率評價中的應用 - (vector valued ) continued fractions are adopted for the first time to process digital images
本文首次將(向量值)連分式方法用于數(shù)字圖像處理領域。 - this algorithm avoid using branched continued fractions . finally, its validity and flexibility are demonstrated by some examples
所得算法的特點是避免了使用分叉連分式，最后用數(shù)值例子說明了這種算法的有效性和靈活性。 - though the rational fractions based on one-variable ( vector valued ) continued fractions have been used in other engineering fields, its application in the field of digital image processing has n't yet been reported in the literature so far . 2
基于一元(向量)連分式形式的有理分式已應用于其它工程領域，但基于矩形網(wǎng)格和三角網(wǎng)格上的混合有理插值在數(shù)字圖像處理領域目前還沒看到這方面的報道。 - in the thesis, the fundamental formula of ffd method derives from the square root that is approximated by a continued fraction expansion in the one-way wave equation . optimizations of the parameters of the finite-difference operator improve the validity of the method
本論文用連分式近似單程波波動方程中的平方根導出ffd算法的基本公式，并對ffd算法中的有限差分算子進行了系數(shù)優(yōu)化，進一步提高了計算的有效性。 - our algorithm significantly outperforms the classical bilinear and bicubic interpolation methods in terms of edge sharpness and artifact reduction . 4 . the applications of the continued fractions are extended, which will further push forward the study of the continued fractions
而本文的方法是基于用非線性方法進行邊緣處理，該方法將newton線性插值方法和連分式有理插值方法進行有機的結合，提高了圖像的插值速度和效果。 - our algorithm significantly outperforms the classical bilinear and bicubic interpolation methods in terms of edge sharpness and artifact reduction . 4 . the applications of the continued fractions are extended, which will further push forward the study of the continued fractions
而本文的方法是基于用非線性方法進行邊緣處理，該方法將newton線性插值方法和連分式有理插值方法進行有機的結合，提高了圖像的插值速度和效果。 - in chapter 3, the degree-preserving polynomials on r ~ ( 2 ) are discussed . with aid of computer algebraic systems, conditions are given to classify polynomials which are degree-preserved . in chapter 4, the dynamical system in continued fractions, modeled by iteration, and related results on periodicity and chaos are summarized
在本文的第四章中綜述了連分數(shù)中的動力系統(tǒng)的一些成果，連分數(shù)通過迭代可化為一個動力系統(tǒng)模型，通過對該模型的研究，可以進一步認識迭代的復雜性，尤其是蘊藏在其中的周期行為和混沌。
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