fractional integral 中文意思是什麼

fractional integral 解釋
非整數次的積分
  • fractional : adj. 1. 零碎的，斷片的。2. 【數學】分數的，小數的，有零數的；不足買賣單位的。3. 【化學】分餾的，分級的。
  • integral : adj 1 完全的；缺一不可的，主要的。2 【數學】整的，積分的。n 全體，整體；【數學】積分。 definite i...
  1. Returns the integral digits of the specified decimal ; any fractional digits are discarded

    的整數位，所有小數位均被放棄。
  2. The maximum total number of integral and fractional digits that can be returned is 15

    可以返回的整數和小數的最大總位數為15 。
  3. If the rounded value contains 15 or fewer digits, the integral digits and as many fractional digits as the

    如果舍入的值包含的位數小於或等於15 ，則返回整數位數和
  4. In the first chapter, we obtained weighted norm inequality on the commutators, by proving a variant of sharp function estimates ; j. orobitg and c. perez introduced ap weights for nondoubing measures and proved weighted norm inequality of c - z singular integrals. in the second chapter, we obtained weighted inequalities of fractional integral and its maximal function with ap ( u ) weights for nondoubing measure ; e. sawyer obtained a weak type double weights inequality for fractional integrals in [ 13 ]. in the third chapter, we generalized the sawyer ' s result for non - doubling measures

    本文第一章通過證明一個變形的sharp估計，從而得到奇異積分交換子的加權有界性； j . orobitg和c . p rez在文[ 10 ]中引入了非倍測度的a _ p權理論並證明了c - z奇異積分的加權有界性，本文第二章得到了分數次積分運算元和分數次極大函數在非倍測度下a _ p （ ）權的加權估計； e . sawyer在文[ 13 ]中得到了分數次積分的一個雙權弱型不等式，本文第三章把e . sawyer的結果推廣到非倍測度的情形。
  5. Sampling rate conversion methods of integral ratio, fractional ratio, and nco controlled positive real ratio are investigated

    文中分析了整數倍、分數倍和nco控制的正實數倍的采樣率變換方法。
  6. In 1982 professor tsui discovered the remarkable fractional quantum hall effect in his experimental studies of electrons in high - mobility semiconductor heterostructures placed in strong magnetic fields at very low temperatures. professor tsui and his co - workers found unanticipated plateaus in the hall conductivity, characterized by fractional quantum numbers, in contrast to the integral quantum hall effect discovered two years earlier

    崔琦教授於一九八二年發現限制在平面上運動的電子系統在強磁場、極低溫的條件下，形成一種奇異的量子液體，它的準粒子元激發具有分數電荷，遂呈現所謂分數量子霍爾效應。
  7. Integral data types are those that represent only numbers without fractional parts. the

    「整型數據類型」是只表示整數（沒有小數部分）的數據類型。
  8. A note of the fractional multilinear singular integral

    關于多線性分數次奇異積分的一個注
  9. Boundedness of multilinear fractional integral commutators

    多線性分數次積分運算元交換子的有界性
  10. The boundedness of multilinear fractional integral operators on weak type hardy spaces

    空間上多線性分數次積分運算元的有界性
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