       Re: What the meant of the symbols # and & on the following example

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• Subject: [mg129615] Re: What the meant of the symbols # and & on the following example
• From: Bob Hanlon <hanlonr357 at gmail.com>
• Date: Wed, 30 Jan 2013 04:25:52 -0500 (EST)
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• References: <20130129074358.7C3106841@smc.vnet.net>

```#1 is a slot for an unnamed variable in the pure function definition
terminated by &.  Look up Function and Root in the Documentation
Center.

Bob Hanlon

On Tue, Jan 29, 2013 at 2:43 AM, Chris <chrisoff22 at yahoo.com.br> wrote:
> Bellow is presented an eigenvalue resultant of a jacobian matrix...  where appears (..)#1 and (..)#1^2,& what it means?
>
> Root[C0 CG^2 vG^2 vL  \+(2 C0 CL^2 vG vL \[Alpha]^2 \[Rho]L^2+C0 CL^2 vL^2 \[Alpha]^2 \[Rho]L^2) #1+([Alpha] \[Rho]L^2-C0 CL^2 vG \[Alpha]^2 \[Rho]L^2-2 C0 CL^2 vL \[Alpha]^2 \[Rho]L^2) #1^2&,1]
>
> best regards
>

```

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