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Algebra

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[[Algebra]] ([[Fr]]. ''[[{{Topp}}algèbre]]'') is a branch of [[mathematics]] -- or [[logic]] -- concerned with the properties and relationships of abstract entities represented in symbolic form.{{Bottom}}
[[Algebra]] is a branch of [[mathematics]] which reduces the solution of problems to manipulations of [[symbolic]] expressions.
==Jacques LacanFormalization==In 1955, [[Lacan]] begins to use [[algebraic]] [[symbol]]s -- in an attempt to [[formalize]] [[psychoanalysis]].
[[Jacques LacanThree]] begins to use [[algebraic]] [[symbol]]s in 1955 -- in an main reasons lie behind this attempt to [[formalize]] at [[psychoanalysisformalization]].
<center>''See :1. [[Formalization]]'' is necessary for more''</center>[[psychoanalysis]] to acquire [[scientific]] status.
:Just as [[Claude Lévi-Strauss]] uses quasi--[[mathematical]] [[formulae]] in an attempt to set [[anthropology]] on a more [[scientific]] footing, [[Lacan]] attempts to do the same for [[psychoanalysis]]
The :[[algebraicLacan]] [[symbol]]s used by [[Lacan]], which appear principally quasi-mathematical formulae in the [[matheme]]s, [[schema l]] and the an attempt to set [[graph of desirepsychoanalysis]], are listed below, together with their most common on a more [[meaningscientific]]footing.
However, it is important to remember that the :2. [[Formalization]] can provide a core of [[symbolpsychoanalytic theory]]s do not always refer which can be transmitted integrally even to the same concept throughout those who have never experienced [[Lacanpsychoanalytic treatment]]'s work, but are used in different ways as his work develops.
-:The [[matheme|formulae]] thus become an essential aspect of the [[training]] of [[psychoanalysis]] which take their [[place]] alongside [[training|training analysis]] as a medium for the transmission of [[psychoanalytic]] [[knowledge]].
The most important example :3. [[Formalization]] of such a shift [[psychoanalytic theory]] in meaning [[terms]] of [[algebraic]] [[symbols]] is the use a means of the symbol ''a'' preventing [[knowledge|intuitive understanding]], which [[Lacan]] regards as an [[imaginary]] [[lure]] which is used in radically different ways in the 1950s and in hinders access to the 1960s[[symbolic]].
Even other :Rather than [[symbolbeing]] [[understood]]s which are relatively stable in an intuitive way, the [[meaningalgebraic]] [[symbols]] are occasionally to be used , manipulated and read in very various different ways.<ref>{{E}} p.313</ref>
==List==
[[Image:Lacan-algebra.jpg|thumb|right|[[List of algebraic symbols]]]]
The [[algebraic]] [[symbol]]s used by [[Lacan]], which appear principally in the [[matheme]]s, [[schema l]] and the [[graph of desire]], are [[List of Algebraic Symbols|listed here]], together with their most common [[meaning]].
''[[List of algebraic symbols|Click here]] to view the [[List of Algebraic Symbols]]'' ==Development==It is important to [[remember]] that the [[symbol]]s do not always refer to the same [[concept]] throughout [[Lacan]]'s [[work]], but are used in different ways as his work develops. Therefore some caution should be exercised when referring to the following [[list ]] of [[equivalences]] above. ==Details==The typographic details and diacritics are extremely important in [[Lacan]]ian [[algebra]].The [[difference]] between upper- and lower-[[case]] [[symbol]]s, the difference between italicised and non-italicised [[symbol]]s, the use of the apostrophe, the minus [[sign]], and subscripts; all these details play their part in the [[algebraic]] [[system]]. For example the upper-case letters usually refer to the [[symbolic]] [[order]], whereas the lower-case letters usually refer to the [[imaginary]]. The use of the [[bar]] is also important==See Also=={{See}}* [[Bar]]* [[Formalization]]||* [[Mathematics]]* [[Matheme]]||* [[Science]]* [[Symbol]]{{Also}} ==References==<div style="font-size:11px" class="references-small"><references/></div> [[Category:Psychoanalysis]][[Category:Jacques Lacan]][[Category:Science]][[Category:Dictionary]][[Category:Concepts]][[Category:Terms]]{{OK}} __NOTOC__
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