From: "Apache" <apache@digitalkingdom.org>
Date: Sun, 07 Feb 2016 08:26:21 -0800
To: webmaster@lojban.org, curtis289@att.net
Subject: [jvsw] Definition Edited At Word tartidu -- By krtisfranks
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 Content preview:  In jbovlaste, the user krtisfranks has edited a definition
    of "tartidu" in the language "English". Differences: 2,2c2,2 < $x_1$ is emitted/reflected
    light that measures to be $x_2$ magnitudes in luminous brightness, on scale
    (si'o)/using reference value/under system/according to definition $x_3$,
   in logarithmic base $x_4$ (default: decimal (10)) --- > $x_1$ is directly/linearly
    proportional to $x_2$ via coefficient/constant of proportionality $x_3$ and
    background/constant offset $x_4$; there exists constants $x_3$ and $x_4$
   such that $x_1 = x_3*x_2 + x_4$. 5,5c5,5 < The equality should be exact in
    a model/in theory. If one is taking a linear approximation of a function
   which does not behave linearly with respect to $x_2$, then caveats must be
    included (such as by using a tanru in order to specify approximation) or
   by separation (using {be}; "f approximates g, which is proportional [{tartidu}]
    to h, with error z, which is proportional [{tartidu}] to w"). $x_2$ can be
    any of a fairly general class of nunvers, including a variable/unknown (with
    or without units) and a function (which need not be linear). --- > The equality
    should be exact in a model/in theory. If one is taking a linear approximation
    of a function which does not behave linearly with respect to $x_2$, then
   caveats must be included (such as by using a tanru in order to specify approximation)
    or by separation (using {be}; "f approximates g, which is proportional [{tartidu}]
    to h, with error z, which is proportional [{tartidu}] to w"). $x_2$ can be
    any of a fairly general class of nunvers, including a variable/unknown (with
    or without units) and a function (which need not be linear). Inverse or joint
    proportionality can simply be expressed using division and multiplication
    respectively. All terbri should be filled with either pure numbers (li; general)
    or quantified concepts (such as physical quantities). [...] 
 
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In jbovlaste, the user krtisfranks has edited a
definition of "tartidu" in the language "English".

Differences:

2,2c2,2
< 		$x_1$ is emitted/reflected light that measures to be $x_2$ magnitudes in luminous brightness, on scale (si'o)/using reference value/under system/according to definition $x_3$, in logarithmic base $x_4$ (default: decimal (10))
---
> 		$x_1$ is directly/linearly proportional to $x_2$ via coefficient/constant of proportionality $x_3$ and background/constant offset $x_4$; there exists constants $x_3$ and $x_4$ such that $x_1 = x_3*x_2 + x_4$.
5,5c5,5
< 		The equality should be exact in a model/in theory. If one is taking a linear approximation of a function which does not behave linearly with respect to $x_2$, then caveats must be included (such as by using a tanru in order to specify approximation) or by separation (using {be}; "f approximates g, which is proportional [{tartidu}] to h, with error z, which is proportional [{tartidu}] to w"). $x_2$ can be any of a fairly general class of nunvers, including a variable/unknown (with or without units) and a function (which need not be linear).
---
> 		The equality should be exact in a model/in theory. If one is taking a linear approximation of a function which does not behave linearly with respect to $x_2$, then caveats must be included (such as by using a tanru in order to specify approximation) or by separation (using {be}; "f approximates g, which is proportional [{tartidu}] to h, with error z, which is proportional [{tartidu}] to w"). $x_2$ can be any of a fairly general class of nunvers, including a variable/unknown (with or without units) and a function (which need not be linear). Inverse or joint proportionality can simply be expressed using division and multiplication respectively. All terbri should be filled with either pure numbers (li; general) or quantified concepts (such as physical quantities).


Old Data:

	Definition:
		$x_1$ is emitted/reflected light that measures to be $x_2$ magnitudes in luminous brightness, on scale (si'o)/using reference value/under system/according to definition $x_3$, in logarithmic base $x_4$ (default: decimal (10))

	Notes:
		The equality should be exact in a model/in theory. If one is taking a linear approximation of a function which does not behave linearly with respect to $x_2$, then caveats must be included (such as by using a tanru in order to specify approximation) or by separation (using {be}; "f approximates g, which is proportional [{tartidu}] to h, with error z, which is proportional [{tartidu}] to w"). $x_2$ can be any of a fairly general class of nunvers, including a variable/unknown (with or without units) and a function (which need not be linear).

	Jargon:
		

	Gloss Keywords:
		Word: proportional, In Sense: 

	Place Keywords:


New Data:

	Definition:
		$x_1$ is directly/linearly proportional to $x_2$ via coefficient/constant of proportionality $x_3$ and background/constant offset $x_4$; there exists constants $x_3$ and $x_4$ such that $x_1 = x_3*x_2 + x_4$.

	Notes:
		The equality should be exact in a model/in theory. If one is taking a linear approximation of a function which does not behave linearly with respect to $x_2$, then caveats must be included (such as by using a tanru in order to specify approximation) or by separation (using {be}; "f approximates g, which is proportional [{tartidu}] to h, with error z, which is proportional [{tartidu}] to w"). $x_2$ can be any of a fairly general class of nunvers, including a variable/unknown (with or without units) and a function (which need not be linear). Inverse or joint proportionality can simply be expressed using division and multiplication respectively. All terbri should be filled with either pure numbers (li; general) or quantified concepts (such as physical quantities).

	Jargon:
		

	Gloss Keywords:
		Word: proportional, In Sense: 

	Place Keywords:


You can go to <http://jbovlaste.lojban.org/dict/tartidu> to see it.