NamedKey<T> Class

Reference

Definition

Namespace:: Microsoft.SqlServer.Management.Sdk.Sfc

Assembly:: Microsoft.SqlServer.Management.Sdk.Sfc.dll

Package:: Microsoft.SqlServer.SqlManagementObjects v150.18208.0

Package:: Microsoft.SqlServer.SqlManagementObjects v160.2004021.0

Important

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The single string name key for an instance class.

public class NamedKey<T> : Microsoft.SqlServer.Management.Sdk.Sfc.SfcKey, IEquatable<Microsoft.SqlServer.Management.Sdk.Sfc.NamedKey<T>> where T : SfcInstance

type NamedKey<'T (requires 'T :> SfcInstance)> = class
    inherit SfcKey
    interface IEquatable<NamedKey<'T>>

Public Class NamedKey(Of T)
Inherits SfcKey
Implements IEquatable(Of NamedKey(Of T))

Type Parameters

T

Inheritance: Object

SfcKey
NamedKey<T>

Implements: IEquatable<NamedKey<T>>

Constructors

NamedKey<T>()	Default constructor for a name key.
NamedKey<T>(IDictionary<String,Object>)	Construct a name key from a field dictionary.
NamedKey<T>(NamedKey<T>)	Construct a name key from another name key.
NamedKey<T>(String)	Construct a name key from a string.

Properties

InstanceType	The instance type which this key represents.
Name	The name key value.
UrnName	The Urn level name corresponding to the instance type which this key respresents. It is normally the instance type class name. Overriding this typically is done with typeof(T).urnName or similar.

Methods

Equals(NamedKey<T>)	Compare a name key to this key for value equality.
Equals(Object, Object)	Equals static operator for a key.
Equals(Object)	Compare a name key to this key for value equality.
Equals(SfcKey)	Compare a name key to this key for value equality.
GetHashCode()	Generate a hash code for the key.
GetUrnFragment()	The Urn level fragment obtains its name from the key name property by default. Override in a derived key class if you need a different fragment format.
ToString()	The string value for the key.

Operators

Equality(NamedKey<T>, NamedKey<T>)	Compare two keys for value equality.
Inequality(NamedKey<T>, NamedKey<T>)	Compare two keys for value inequality.

Applies to

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