浮点数

新结构BCD浮点数算法及应用

The New Structure BCD Floating Point Number 's Algorithm and Application

CPhase（）的第一个参数是（经典的）浮点数，第二个参数是一个量子位。

CPhase () takes a ( classical ) floating point number as its first argument and a qubit as it 's second argument .

C语言中浮点数输入出现异常的研究

Discussion on the Abnormity of Float Input in C Language

将要尝试做转化，Well，float，is，going，to，try，and，do，the，cohersion。，它将试着把它转化为浮点数，如果成功，那很棒！

Float It 's going to try and turn it into a floating point number .

IBMPc微机中浮点数的存储方式与取值范围辨析

Memory mode and number limits of floating point numbers of IBM PC

在Java程序中使用浮点数和小数充满着陷阱。

Using floating point and decimal numbers in Java programs is fraught with pitfalls .

但是f不是已经是一个浮点数了吗？

But isn 't f already a floating point ?

基于浮点数编码GA的T-S模型的模糊辨识方法

Fuzzy Identification of T S Model via Float Encoding Genetic Algorithm

航迹由B样条曲线得到，以代表航迹的B样条曲线的控制顶点坐标值作为染色体的基因位进行浮点数编码。

The flight path is obtained by a B-spline curve whose control vertexes are considered as the genes of chromosome via floating point coding .

浮点数到浮点数的转换仅当N是可表示时有定义；否则转换就是未定义行为。

Floating to Floating conversions are defined only if N is representable ; if it is not , the conversion has undefined behavior .

number（只有浮点数）、boolean和特殊的nil类型都是基本类型。

Strings , numbers ( floating point only ), booleans , and the special nil type are basic types .

相应的选择、交叉、变异算子采用符号编码的思想，充分利用N进制浮点数的特点进行设计。

The corresponding selection , crossover and mutation operators are designed with the theory of symbol encoding and the properties of N - decimal system floating numbers .

是的，f是一个浮点数，但是那个解决方案太迟了；，我们应该在次之前把问题解决。

So yes , f is a float , but that solution is too late ; we need to fix the problem sooner .

常用算术转换的规则决定了C中进行整数或浮点数运算时大多数两操作数运算的结果类型。

The usual arithmetic conversions are the rules that determine the result type of most of the two-operand operators in C when they are operating on integer or floating-point operands .

NaN的无序性质使得在比较浮点数时更容易发生错误。

The non-ordered nature of NaN adds further opportunities for error when comparing floating point numbers .

一种基于浮点数编码遗传算法的CMAC控制仿真研究

Simulation Research on CMAC Control Using Float-encoding Genetic Algorithms

HTTP内容协商使用短浮点数来表示各种可协商参数的相对重要性（或权重）。

HTTP content negotiation uses short floating point numbers to indicate the relative importance , or weight , of various negotiable parameters .

用float来处理3，它将能完成装换，但是如果我吧这个转化为浮点数。

I if I go over here , and I say float of three , it 's going to do the conversion .

许多设计用来读取浮点数的例程可能会允许“NaN”（非数字）这样的值。

Many routines designed to read floats may allow values such as " NaN "( not a number ) .

浮点数表示法，含部份换轴之高斯消去法，使用矩阵大小之计算尺度调整，带状及三角对角系统，LU分解。

Floating point representation , Gaussian elimination with partial pivoting , scaling of computations with matrix size , banded and tri-diagonal systems , LU decomposition .

其中一个构造函数以双精度浮点数作为输入，另一个以整数和换算因子作为输入，还有一个以小数的String表示作为输入。

One takes a double-precision floating point as input , another takes an integer and a scale factor , and another takes a String representation of a decimal number .

为了克服3DDCT快速算法在计算机中必须采用浮点数计算的局限性，本文中提出了一种只用整数实行的3DDCT算法，它不仅使计算简化，更重要是避免了正反变换的不匹配问题。

The paper proposed a integer 3D - DCT , it not only simplify the calculation , but also avoid the mismatch of tansform and Inverse transform .

卷积核对每个像元的操作只需要完成4次加法运算，无需浮点数和乘法运算，便于DSP和FPGA的实现。

For the convolution Kernel , only four addition operations are needed for each pixel convolution . Therefore , it is promising to be fast implemented with DSP and FPGA .

通常，不同的中央处理单元（CPU）和操作环境以不同的方式存储浮点数，简单地比较期望值和实际值是无效的。

Typically , different central processing units ( CPUs ) and operating environments store floating points differently and simple comparisons between expected and actual values don 't work .

这个类定义基本ABAP数据类型的描述，比如c（字符）、i（整数）和f（浮点数）。

A class that defines the description of basic ABAP data types , such as c ( character ), I ( integer ), and f ( floating point ) .

程序期望查找ASCII格式的单精度浮点数；任何无关的字符都将忽略。

The program expects to find a single floating-point number in ASCII format ; any extraneous characters will be ignored .

Erlang支持基本数据类型（比如整数和浮点数）和更复杂的结构（比如元组和列表）。

Erlang supports basic data types such as integers , floats and more complex structures , like tuples and lists .

在系统通信设计中，采用把浮点数转换成字符串形式传输的方法，解决了后台VC控制程序和纯Java服务器通信时的数据移植问题。

And the problem of the data transplant between the Java server and the VC + + application is resolved by translating the control parameters from float types into character types in the communication .

ConnectedEdition虚拟机兼容于JDK6，除了浮点数以外支持所有的Java语言特性包括注解和泛型。

The Connected Edition VM is JDK6 compatible and , with the exception of floating point , supports the full Java language including annotations and generics .

本文简要介绍了计算机系统浮点数及浮点异常的基本概念，以IRIS工作站为例讨论了浮点异常的处理方法。

Mechanism for handling Floating-point exception on IRIS work-station was discussed and examples were given , with an introduction of background on floating-point representation and IEEE standards for floating-point computation .