Difference between revisions of "Building Models"

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(Created page with " Möbius == <span style="font-size:120%">Möbius Tool</span> == === <span style="font-size:110%">Motivation</span> === ==== <span style="font-size:106%">''Solution techn...")
 
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== <span style="font-size:120%">Project Manager</span> ==
  
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The Project Manager is the main console for Möbius and is shown in Figure 2.1. Across the top is a main menu, with three menu categories: PROJECT, TOOLS, and HELP. The main display is a console view that shows messages for the operations performed by Möbius. Descriptions of the operations available under each menu category are presented in the following sections.
  
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[[List of Problems]]
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=== <span style="font-size:110%">Project Menu</span> ===
  
  
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Sort of like <xr id="eqn:binom" />, but not really.
 
Sort of like <xr id="eqn:binom" />, but not really.
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== References ==
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<references />

Revision as of 23:41, 20 February 2014

Project Manager

The Project Manager is the main console for Möbius and is shown in Figure 2.1. Across the top is a main menu, with three menu categories: PROJECT, TOOLS, and HELP. The main display is a console view that shows messages for the operations performed by Möbius. Descriptions of the operations available under each menu category are presented in the following sections.

List of Problems

Project Menu

Möbius

Möbius Tool

Motivation

Solution techniques

Graph composition


<equation id="eqn:binom" shownumber>

f(k)=\binom{n}{k}p^k(1-p)^{n-k}\quad k=0,1,\dots,n

</equation>

Sort of like <xr id="eqn:binom" />, but not really.


References

Project Manager[edit]

The Project Manager is the main console for Möbius and is shown in Figure 2.1. Across the top is a main menu, with three menu categories: PROJECT, TOOLS, and HELP. The main display is a console view that shows messages for the operations performed by Möbius. Descriptions of the operations available under each menu category are presented in the following sections.

List of Problems

Project Menu[edit]

Möbius

Möbius Tool[edit]

Motivation[edit]

Solution techniques[edit]

Graph composition


<equation id="eqn:binom" shownumber>

f(k)=\binom{n}{k}p^k(1-p)^{n-k}\quad k=0,1,\dots,n

</equation>

Sort of like <xr id="eqn:binom" />, but not really.


References[edit]