Without knowing what Beamer theme you're using, it's hard to know what the enumerations should look like. Can you post a LyX file containing a minimal example?
>

There it is! The reason why I want this "configuration" is that the three properties are proved on previous slides one by one (each proof being slightly different). However, it is useful to interpret Prop. 2 and Prop 3. together :)

Thank you very much for any hint!

David

ps. I'm very sorry for abusing this list! Thank you for putting up with me!
#LyX 1.3 created this file. For more info see http://www.lyx.org/
\lyxformat 221
\textclass beamer
\begin_preamble
\usetheme{Madrid}
\useinnertheme{rectangles}
\end_preamble
\language english
\inputencoding auto
\fontscheme default
\graphics default
\paperfontsize default
\spacing single 
\papersize Custom
\paperpackage a4
\use_geometry 1
\use_amsmath 1
\use_natbib 0
\use_numerical_citations 0
\paperorientation portrait
\paperwidth 128mm
\paperheight 96mm
\secnumdepth 3
\tocdepth 3
\paragraph_separation skip
\defskip medskip
\quotes_language english
\quotes_times 2
\papercolumns 1
\papersides 1
\paperpagestyle default

\layout Title

Test
\layout Author

David
\layout Institute

@ Home
\layout Date

September 26, 2005
\layout BeginFrame

Typical Sequences
\layout FrameSubtitle

Interpretation of Properties
\layout Block


\begin_inset ERT
status Inlined

\layout Standard
{Properties of Typical Set}
\end_inset 


\begin_deeper 
\layout Enumerate


\begin_inset Formula $\Pr(A_{\epsilon}^{(n)})>1-\epsilon$
\end_inset 

 for 
\begin_inset Formula $n$
\end_inset 

 sufficiently large.
\layout Enumerate


\begin_inset Formula $|A_{\epsilon}^{(n)}|\leq2^{n(H(X)+\epsilon)}$
\end_inset 

.
\layout Enumerate


\begin_inset Formula $|A_{\epsilon}^{(n)}|\ge(1-\epsilon)2^{n(H(X)-\epsilon)}$
\end_inset 

, for 
\begin_inset Formula $n$
\end_inset 

 sufficiently large.
\end_deeper 
\layout Separator

\layout Block


\begin_inset ERT
status Inlined

\layout Standard
{Interpretation}
\end_inset 


\begin_deeper 
\layout Enumerate

Almost 
\emph on 
any 
\emph default 
sequence is typical.
\layout Enumerate

\SpecialChar ~

\layout Enumerate

The typical set is 
\emph on 
small.

\emph default 
 The number of all sequences is 
\begin_inset Formula $|\mathcal{X}|^{n}$
\end_inset 

 while there are only 
\begin_inset Formula $\approx2^{nH(X)}$
\end_inset 

 typical sequences.
\end_deeper 
\layout Standard

[My goal: to have 2 and 3 on the same line, aligned flush-right with respect
 to 1.]
\layout EndFrame

\the_end

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