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See 423 for a general discussion of the oating-point types and values A oating-point literal has the following parts: a whole-number part, a decimal or hexadecimal point (represented by an ASCII period character), a fractional part, an exponent, and a type suf x A oating point number may be written either as a decimal value or as a hexadecimal value For decimal literals, the exponent, if present, is indicated by the ASCII letter e or E followed by an optionally signed integer For hexadecimal literals, the exponent is always required and is indicated by the ASCII letter p or P followed by an optionally signed integer For decimal oating-point literals, at least one digit, in either the whole number or the fraction part, and either a decimal point, an exponent, or a oat type suf x are required All other parts are optional For hexadecimal oating-point literals, at least one digit is required in either the whole number or fraction part, the exponent is mandatory, and the oat type suf x is optional A oating-point literal is of type float if it is suf xed with an ASCII letter F or f; otherwise its type is double and it can optionally be suf xed with an ASCII letter D or d

FloatingPointLiteral: DecimalFloatingPointLiteral HexadecimalFloatingPointLiteral DecimalFloatingPointLiteral: Digits Digitsopt ExponentPartopt FloatTypeSuf xopt Digits ExponentPartopt FloatTypeSuf xopt Digits ExponentPart FloatTypeSuf xopt Digits ExponentPartopt FloatTypeSuf x ExponentPart: ExponentIndicator SignedInteger ExponentIndicator: one of

Of course, breaking a task into a sequence of steps may not be as innocuous as it sounds Given a complex problem, it is not always a trivial job to deconstruct it into a sensible sequence of smaller problems To get around this, software designers tend

HexadecimalFloatingPointLiteral: HexSigni cand BinaryExponent FloatTypeSuf xopt HexSigni cand: HexNumeral HexNumeral 0x HexDigitsopt HexDigits 0X HexDigitsopt HexDigits

to use well-tried recipes (which are themselves algorithms) for task decomposition The two most common approaches are known as top-down decomposition and bottom-up composition

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The elements of the types float and double are those values that can be represented using the IEEE 754 32-bit single-precision and 64-bit double-precision binary oating-point formats, respectively The details of proper input conversion from a Unicode string representation of a oating-point number to the internal IEEE 754 binary oating-point representation are described for the methods valueOf of class Float and class Double of the package javalang

Mass Password Changes with ADSI Review Part VII: Appendix Administrator's Quick Script Reference A B C D E F G H I J K L M N O P Q R S T U V W CD-ROM Warranty < Day Day Up >

Top-down task decomposition is done by examining an overall task and dividing it into a few (commonly somewhere between two and eight) smaller sub-tasks It is also known as stepwise-re nement and top-down design It is characterized by a move from a general statement of what an operation is to do towards detailed statements describing how information is to be processed To perform a top-down decomposition of a task:

Examples of double literals:

start with the overall task description and divide this into the rst level decomposition by breaking it into a number of steps; treat each step in the rst level decomposition as a whole task, and decompose as for the top level; continue this until each step is computationally trivial

Besides expressing oating-point values in decimal and hexadecimal, the method intBitsToFloat of class Float and method longBitsToDouble of class Double provide a way to express oating-point values in terms of hexadecimal or octal integer literalsFor example, the value of:

The boolean type has two values, represented by the literals true and false, formed from ASCII letters A boolean literal is always of type boolean BooleanLiteral: one of

Using this approach, it is possible to make almost any complex task easier to do Since programming languages will allow us to perform only relatively simple operations, top-down decomposition is a necessary requirement if we are to do useful work with them During the top-down decomposition process, it is necessary to follow some simple guidelines to make sure that the task is well de ned Among these are:

3104 Character Literals A character literal is expressed as a character or an escape sequence, enclosed in ASCII single quotes (The single-quote, or apostrophe, character is \u0027)

steer clear of programming language speci c details it is possible to bias a design towards a particular language simply because of working habits, but this is not a good design trait, since it limits the range of possible implementations postpone the working out of details until you have reached the lower levels of the task description formalize each level (keeping to well understood conventions of notation and design) verify each level (aim to demonstrate that the current level of design is correct, in that its parts are a true description of the task or sub-task they describe, before moving on to the next one)

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