Deveel.Data.Sql.Objects Namespace Reference

Classes
interface	IObjectRef
interface	ISqlBinary
	Defines the required contract of a SQL BINARY object More...
interface	ISqlObject
	Defines the contract for a valid SQL Object More...
interface	ISqlString
class	SqlArray
	An object that provides methods for accessing a finite collection of SQL expressions. More...
struct	SqlBinary
	Implements a BINARY object that handles a limited number of bytes, not exceding MaxLength. More...
struct	SqlBoolean
	An SQL object handling a single-byte value that represents the concept of boolean true and false. More...
class	SqlBooleanTest
struct	SqlDateTime
class	SqlDateTimeTests
struct	SqlDayToSecond
class	SqlLongBinary
class	SqlLongString
class	SqlLongStringTests
struct	SqlNull
struct	SqlNumber
class	SqlNumberTests
class	SqlQueryObject
struct	SqlString
	The most simple implementation of a SQL string with a small size More...
class	SqlStringExtensions
class	SqlStringTests
class	SqlTabular
class	SqlXmlNode
struct	SqlYearToMonth
	A month span representation of time. More...

Enumerations
enum	NumericState : byte { NumericState.None = 0, NumericState.NegativeInfinity = 1, NumericState.PositiveInfinity = 2, NumericState.NotANumber = 3 }
	Lists all the possible special states of a number. More...

Enumeration Type Documentation

enum Deveel.Data.Sql.Objects.NumericState : byte

strong

Lists all the possible special states of a number.

Enumerator
None	The number has no special state, that means it's a normal number in the domain of real.
NegativeInfinity	The number represents a negative infinity (for example, the result of a division of a negative number by zero).
PositiveInfinity	The number represents a positive infinity (for example, the result of a division of a positive number by zero).
NotANumber	When the object is not a real number (for example, the result of a division of zero by zero).

Definition at line 21 of file NumericState.cs.

                             : byte {
        None = 0,

        NegativeInfinity = 1,

        PositiveInfinity = 2,

        NotANumber = 3
    }