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In number theory, an eigencurve is a rigid … In number theory, an eigencurve is a rigid analytic curve that parametrizes certain p-adic families of modular forms, and an eigenvariety is a higher-dimensional generalization of this. Eigencurves were introduced by Coleman and Mazur, and the term "eigenvariety" seems to have been introduced around 2001 by Kevin Buzzard.n introduced around 2001 by Kevin Buzzard.
, Inom talteorin, en del av matematiken, är … Inom talteorin, en del av matematiken, är en egenkurva en rigid som parametriserar vissa p-adiska familjer av modulära former, och en egenvarietet är en högredimensionell generalisering av dessa. Egenkurvor introducerades av Coleman och Mazur, och termen "egenvarietet" tycks ha introducerats runt 2001 av Kevin Buzzard. introducerats runt 2001 av Kevin Buzzard.
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rdfs:comment |
In number theory, an eigencurve is a rigid … In number theory, an eigencurve is a rigid analytic curve that parametrizes certain p-adic families of modular forms, and an eigenvariety is a higher-dimensional generalization of this. Eigencurves were introduced by Coleman and Mazur, and the term "eigenvariety" seems to have been introduced around 2001 by Kevin Buzzard.n introduced around 2001 by Kevin Buzzard.
, Inom talteorin, en del av matematiken, är … Inom talteorin, en del av matematiken, är en egenkurva en rigid som parametriserar vissa p-adiska familjer av modulära former, och en egenvarietet är en högredimensionell generalisering av dessa. Egenkurvor introducerades av Coleman och Mazur, och termen "egenvarietet" tycks ha introducerats runt 2001 av Kevin Buzzard. introducerats runt 2001 av Kevin Buzzard.
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rdfs:label |
Egenkurva
, Eigencurve
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