geometric transformation中文是什么意思

• 几何变换

• geometric    adj. 1.几何学的，几何图形的。 2.按几何级数增长 ...
• transformation    n. 转变，变化；变形；【生物学】(尤指昆虫的)转化，变 ...
• geometric    n. 有几何图形的东西。 adj. 1.几何学的，几何图形的。 2.按几何级数增长的。 adv. -rically
• no transformation    不传
• t：transformation    泰国的转化正开始（参阅历代志下第九章），这是为泰国祷告的时刻
• a geometric design    几何图形设计
• algebro geometric    代数几何的
• geometric =geometrical    几何的
• geometric aberration    几何象差
• geometric abstraction    几何抽象主义
• geometric accuracy    几何精度
• geometric acoustics    几何声学；射线声学
• geometric addition    几何加法
• geometric algebra    几何代数学
• geometric algorithm    几何算法
• geometric alteration    几何变形
• geometric altitude    临界高度
• geometric analogy    几何图形模拟
• geometric analysis    几何分析
• geometric anisotropy    几何各向异性; 几何异向性
• geometric art    几何艺术
• geometric association    空间联系
• geometric asymmetry    几何不对称性
• geometric attenuation    几何衰减

• Overloaded . rotates the local geometric transformation of this
  对象的局部几何变换旋转指定的角度。
• Translates the local geometric transformation by the specified dimensions
  将局部几何变换平移指定尺寸。
• Object that defines a local geometric transformation for the image associated with this
  对象关联的图像定义局部几何变换。
• Object that defines a geometric transformation that applies only to fills drawn by using this
  对象，该变换仅适用于通过此
• Rotates the local geometric transformation by the specified angle in the specified order
  以指定顺序将局部几何变换旋转指定角度。
• Scales the local geometric transformation by the specified factors in the specified order
  将局部几何变换以指定顺序缩放指定因子。
• Translates the local geometric transformation by the specified dimensions in the specified order
  按指定的顺序将局部几何变换平移指定的尺寸。
• A geometric transformation can be used to translate , scale , rotate , or skew the image that defines the texture of this brush
  几何变换可用于平移、缩放、旋转或扭曲图像，该图像定义此画笔的纹理。
• Solid modeling and applications , seattle , usa , 2003 , pp . 262 - 265 . 18 gielis j . a generic geometric transformation that unifies a wide range of natural and abstract shapes
  物体的表面，即相应于所得隐函数的零集，可通过超形的参数化形式直接高效地生成多边形来表示。
• But , though considerable process has been made in the last ten years , digital watermarking is still in its infancy , and much interesting work remains to be done this thesis addresses some problems in the gray - scale image digital watermarking that are summarized below : 1 ) whereas the basic theory of digital watermarking is still very poor , a digital watermarking mathematic model based on imperceptibility and robustness is presented by analysising the characteristic of digital watermarking ; 2 ) based on the model constructed above , by defining the measures of capacity and robustness of digital watermarking , an objective method for evaluating the digital watermarking is introduced and used to analysis some algorithms ; 3 ) whereas geometric distortion always influences the restoration of watermark , we advocate to enhance the robustness against geometric distortion by restoring the image which has been distorted by geometric transformation , and a method is designed for estimating the parameters of geometric transformation ; 4 ) based on the conclusion discussed above , and combined with the masking effects of hvs , a novel public meaningful gray - scale image digital watermarking is designed by analysising the characteristics of image gray - scale interpolation and haar wavelet transformation . the experimental results show that the method is indeed powerful ; 5 ) whereas many image digital watermarking schemes , which embed watermark by modifying the values of pixels in spatial domain and transformed domain , are confronted with the conflict between the imperceptibility and robustness , we advocated to use some stable digital characteristics of host image as watermark and a algorithm based on hermite matrix is designed
  本文重点对灰度图象数字水印技术进行研究，主要工作如下： 1 )鉴于目前数字水印的理论研究比较薄弱的现状，本文通过分析数字水印的特点，建立了一个数字水印的数学模型，为进一步研究数字水印打下了基础； 2 )根据以上建立的模型，通过引入容量和稳健度的概念为数字水印提供了一个客观评价方法，并对一些数字水印算法进行了分析； 3 )为增强数字水印抵抗几何攻击的能力，研究了受几何攻击的图象的复原问题，并给出了一个计算图象几何变换参数的方法； 4 )通过分析图象灰度插值算法和haar小波变换的特点，结合hvs的掩蔽效应，设计了一个公开的有意义数字水印算法，实验结果表明本算法具有较强的稳健性； 5 )目前许多水印算法都是通过在空域或频域修改象素值的方法嵌入水印的，这种方法面临着透明性和稳健性的矛盾，为解决这个矛盾，本文提出以图象的某些稳定的数字特征为水印的观点，并结合hermite矩阵的特点设计了相应的水印算法，实验结果表明该算法具有较好的稳健性。

• geometric transformationとは意味：幾何学変換｛きかがく へんかん｝