Language Reference/Built-in entities/Operators - Revision history

Thomas Linder Puls: duplicated word

2020-08-04T11:07:04Z

duplicated word

← Older revision		Revision as of 13:07, 4 August 2020
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	* The operators are listed from highest to lowest precedence		* The operators are listed from highest to lowest precedence
	* All division and multiplication operators have same precedence.		* All division and multiplication operators have same precedence.
	* The ~~the~~ power operator <vp>^</vp> and <vp>otherwise</vp> are right associative.		* The power operator <vp>^</vp> and <vp>otherwise</vp> are right associative.
	* All other operators are left associative.		* All other operators are left associative.

2020-08-04T11:03:51Z

otherwise is right associative

← Older revision		Revision as of 13:03, 4 August 2020
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	* The operators are listed from highest to lowest precedence		* The operators are listed from highest to lowest precedence
	* All division and multiplication operators have same precedence.		* All division and multiplication operators have same precedence.
	* The the power operator is right associative		* The the power operator <vp>^</vp> and <vp>otherwise</vp> are right associative.
	* All other operators are left associative.		* All other operators are left associative.

2019-02-17T00:28:13Z

integral division round => truncates

← Older revision		Revision as of 02:28, 17 February 2019
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	<vp>div</vp> and <vp>quot</vp> are different integral division operators.		<vp>div</vp> and <vp>quot</vp> are different integral division operators.

	* <vp>div</vp> ~~rounds~~ towards minus infinite. <vp>mod</vp> is the remainder corresponding to <vp>div</vp>.		* <vp>div</vp> truncates towards minus infinite. <vp>mod</vp> is the remainder corresponding to <vp>div</vp>.
	* <vp>quot</vp> ~~rounds~~ towards zero. <vp>rem</vp> is the remainder corresponding to <vp>quot</vp>.		* <vp>quot</vp> truncates towards zero. <vp>rem</vp> is the remainder corresponding to <vp>quot</vp>.

	For positive results <vp>div</vp> and <vp>quot</vp> have same functionality.		For positive results <vp>div</vp> and <vp>quot</vp> have same functionality.

2017-07-15T22:17:51Z

otherwise

2013-02-12T09:24:21Z

subarticle

← Older revision		Revision as of 11:24, 12 February 2013
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	\| <vp>-1</vp>		\| <vp>-1</vp>
	\|}		\|}
	<noinclude>~~[[Category:Language Reference Subarticle]]~~</noinclude>		<noinclude>{{LanguageReferenceSubarticle\|Built-in entities/Operators}}</noinclude>

2012-10-25T15:44:38Z

line

← Older revision		Revision as of 17:44, 25 October 2012
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	\| <vp>-1</vp>		\| <vp>-1</vp>
	\|}		\|}

	<noinclude>[[Category:Language Reference Subarticle]]</noinclude>		<noinclude>[[Category:Language Reference Subarticle]]</noinclude>

2010-03-18T14:37:21Z

Integral division: Changed description

← Older revision		Revision as of 16:37, 18 March 2010
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	==== Integral division ====		==== Integral division ====

	<vp>div</vp> and <vp>quot</vp> ~~for positive results they work the same, but if the result is negative <vp>div</vp> rounds towards minus infinitive, while <vp>quot</vp> rounds towards zero~~.		<vp>div</vp> and <vp>quot</vp> are different integral division operators.

	<vp>mod</vp> is the remainder corresponding to <vp>div</vp>~~, and~~ <vp>rem</vp> is the remainder corresponding to <vp>quot</vp>.		* <vp>div</vp> rounds towards minus infinite. <vp>mod</vp> is the remainder corresponding to <vp>div</vp>.
			* <vp>quot</vp> rounds towards zero. <vp>rem</vp> is the remainder corresponding to <vp>quot</vp>.

			For positive results <vp>div</vp> and <vp>quot</vp> have same functionality.

			The difference can be seen in this table:

	{\|border="2" cellspacing="0" cellpadding="5" rules="all" style="border:solid 1px #AAAAAA; border-collapse:collapse; empty-cells:show; text-align: center;"		{\|border="2" cellspacing="0" cellpadding="5" rules="all" style="border:solid 1px #AAAAAA; border-collapse:collapse; empty-cells:show; text-align: center;"

2010-03-18T14:28:08Z

Reference in top

← Older revision		Revision as of 16:28, 18 March 2010
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			See also {{lang2\|Terms\|Operators\|Operators}}.

	{\|{{prettytable}}		{\|{{prettytable}}
	\|-		\|-
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	All binary operators takes two arguments of same base type and returns a value of that base type. Operands and result may be converted using ordinary subtype rules.		All binary operators takes two arguments of same base type and returns a value of that base type. Operands and result may be converted using ordinary subtype rules.

	~~See also {{lang2\|Terms\|Operators\|Operators}}.~~

	==== Integral division ====		==== Integral division ====

2010-03-18T14:27:16Z

Unary minus

← Older revision		Revision as of 16:27, 18 March 2010
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	! Description		! Description
	! Remark		! Remark
			\|-
			\| <vp>^</vp>
			\| Power operation
			\| Not defined for 64 bit integral numbers
	\|-		\|-
	\| <vp>-</vp> (unary)		\| <vp>-</vp> (unary)
	\| Unary minus		\| Unary minus
	\|		\|
	\|-
	~~\| <vp>^</vp>~~
	~~\| Power operation~~
	~~\| Not defined for 64 bit integral numbers~~
	\|-		\|-
	\| <vp>*</vp>, <vp>/</vp>		\| <vp>*</vp>, <vp>/</vp>
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	All binary operators takes two arguments of same base type and returns a value of that base type. Operands and result may be converted using ordinary subtype rules.		All binary operators takes two arguments of same base type and returns a value of that base type. Operands and result may be converted using ordinary subtype rules.

			See also {{lang2\|Terms\|Operators\|Operators}}.

	==== Integral division ====		==== Integral division ====

2008-10-29T19:57:56Z

Categorized

← Older revision		Revision as of 21:57, 29 October 2008
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	\| <vp>-1</vp>		\| <vp>-1</vp>
	\|}		\|}

			<noinclude>[[Category:Language Reference Subarticle]]</noinclude>