From: Pavel Sanda Date: Thu, 7 Oct 2010 16:19:20 +0000 (+0000) Subject: Revert the last part of ectaart.cls as requested by Uwe. X-Git-Tag: 2.0.0~2446 X-Git-Url: https://git.lyx.org/gitweb/?a=commitdiff_plain;h=54ec17ae43de70f5d9eceb1a7e72186e2d79de0f;p=features.git Revert the last part of ectaart.cls as requested by Uwe. git-svn-id: svn://svn.lyx.org/lyx/lyx-devel/trunk@35568 a592a061-630c-0410-9148-cb99ea01b6c8 --- diff --git a/development/scons/scons_manifest.py b/development/scons/scons_manifest.py index 93dbed4d83..321db06d94 100644 --- a/development/scons/scons_manifest.py +++ b/development/scons/scons_manifest.py @@ -2495,7 +2495,6 @@ lib_examples_files = Split(''' CV-image.eps CV-image.png docbook_article.lyx - ecta-draft-sample.lyx europeCV.lyx example_lyxified.lyx example_raw.lyx diff --git a/lib/Makefile.am b/lib/Makefile.am index 6ff0d92681..330057806d 100644 --- a/lib/Makefile.am +++ b/lib/Makefile.am @@ -248,7 +248,6 @@ dist_examples_DATA = \ examples/chess-article.lyx \ examples/chessgame.lyx \ examples/docbook_article.lyx \ - examples/ecta-draft-sample.lyx \ examples/europeCV.lyx \ examples/example_lyxified.lyx \ examples/example_raw.lyx \ diff --git a/lib/examples/ecta-draft-sample.lyx b/lib/examples/ecta-draft-sample.lyx deleted file mode 100644 index 04d05fb21b..0000000000 --- a/lib/examples/ecta-draft-sample.lyx +++ /dev/null @@ -1,3110 +0,0 @@ -#LyX 2.0.0svn created this file. For more info see http://www.lyx.org/ -\lyxformat 401 -\begin_document -\begin_header -\textclass ectaart -\begin_preamble -\RequirePackage[colorlinks,citecolor=blue,urlcolor=blue]{hyperref} -\RequirePackage{hypernat} - -%% Local settings -\startlocaldefs -% These require a theorem-like module -\numberwithin{equation}{section} -\theoremstyle{plain} -\endlocaldefs -\end_preamble -\options draft,pdftex -\use_default_options false -\begin_modules -theorems-ams -\end_modules -\maintain_unincluded_children false -\language english -\inputencoding auto -\fontencoding global -\font_roman default -\font_sans default -\font_typewriter default -\font_default_family default -\use_xetex false -\font_sc false -\font_osf false -\font_sf_scale 100 -\font_tt_scale 100 - -\graphics default -\default_output_format default -\output_sync 0 -\bibtex_command default -\index_command default -\paperfontsize default -\spacing single -\use_hyperref false -\pdf_bookmarks true -\pdf_bookmarksnumbered false -\pdf_bookmarksopen false -\pdf_bookmarksopenlevel 1 -\pdf_breaklinks false -\pdf_pdfborder false -\pdf_colorlinks true -\pdf_backref false -\pdf_pdfusetitle true -\papersize default -\use_geometry false -\use_amsmath 1 -\use_esint 1 -\use_mhchem 1 -\use_mathdots 1 -\cite_engine natbib_authoryear -\use_bibtopic false -\use_indices false -\paperorientation portrait -\suppress_date false -\index Index -\shortcut idx -\color #008000 -\end_index -\secnumdepth 3 -\tocdepth 3 -\paragraph_separation indent -\paragraph_indentation default -\quotes_language english -\papercolumns 1 -\papersides 1 -\paperpagestyle default -\tracking_changes false -\output_changes false -\html_math_output 0 -\html_be_strict false -\end_header - 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rate -\begin_inset Formula $\pi$ -\end_inset - - for large values of the specific growth rate -\begin_inset Formula $\mu$ -\end_inset - -. - Already in the early publications -\begin_inset CommandInset citation -LatexCommand cite -key "r1,r2,r3" - -\end_inset - - it appeared that high glucose concentrations in the production phase are - well correlated with a low penicillin yield (the `glucose effect'). - It has been confirmed recently -\begin_inset CommandInset citation -LatexCommand cite -key "r1,r2,r3,r4" - -\end_inset - - that high glucose concentrations inhibit the synthesis of the enzymes of - the penicillin pathway, but not the actual penicillin biosynthesis. - In other words, glucose represses (and not inhibits) the penicillin biosynthesi -s. -\end_layout - -\begin_layout Standard -These findings do not contradict the results of -\begin_inset CommandInset citation -LatexCommand cite -key "r1" - -\end_inset - - and of -\begin_inset CommandInset citation -LatexCommand cite -key "r4" - -\end_inset - - which were obtained for continuous culture fermentations. - Because for high values of the specific growth rate -\begin_inset Formula $\mu$ -\end_inset - - it is most likely (as shall be discussed below) that maintenance metabolism - occurs, it can be shown that in steady state continuous culture conditions, - and with -\begin_inset Formula $\mu$ -\end_inset - - described by a Monod kinetics -\begin_inset Formula \begin{equation} -C_{s}=K_{M}\frac{\mu/\mu_{x}}{1-\mu/\mu_{x}}\label{cs}\end{equation} - -\end_inset - - Pirt & Rhigelato determined -\begin_inset Formula $\pi$ -\end_inset - - for -\begin_inset Formula $\mu$ -\end_inset - - between -\begin_inset Formula $0.023$ -\end_inset - - and -\begin_inset Formula $0.086$ -\end_inset - - h -\begin_inset Formula $^{-1}$ -\end_inset - -. - They also reported a value -\begin_inset Formula $\mu_{x}\approx0.095$ -\end_inset - - h -\begin_inset Formula $^{-1}$ -\end_inset - -, so that for their experiments -\begin_inset Formula $\mu/\mu_{x}$ -\end_inset - - is in the range of -\begin_inset Formula $0.24$ -\end_inset - - to -\begin_inset Formula $0.9$ -\end_inset - -. - Substituting -\begin_inset Formula $K_{M}$ -\end_inset - - in Eq. - ( -\begin_inset CommandInset ref -LatexCommand ref -reference "cs" - -\end_inset - -) by the value -\begin_inset Formula $K_{M}=1$ -\end_inset - - g/L as used by -\begin_inset CommandInset citation -LatexCommand cite -key "r1" - -\end_inset - -, one finds with the above equation -\begin_inset Formula $0.3 - - - - - - - -\begin_inset Text - -\begin_layout Plain Layout - -\shape italic -parameter -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout - -\shape italic -Set 1 -\shape default - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout - -\shape italic -Set 2 -\end_layout - -\end_inset - - - - -\begin_inset Text - -\begin_layout Plain Layout -\begin_inset Formula $\mu_{x}$ -\end_inset - - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -[h -\begin_inset Formula $^{-1}$ -\end_inset - -] -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.092 -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.11 -\end_layout - -\end_inset - - - - -\begin_inset Text - -\begin_layout Plain Layout -\begin_inset Formula $K_{x}$ -\end_inset - - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -[g/g DM] -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.15 -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.006 -\end_layout - -\end_inset - - - - -\begin_inset Text - -\begin_layout Plain Layout -\begin_inset Formula $\mu_{p}$ -\end_inset - - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -[g/g DM h] -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.005 -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.004 -\end_layout - -\end_inset - - - - -\begin_inset Text - -\begin_layout Plain Layout -\begin_inset Formula $K_{p}$ -\end_inset - - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -[g/L] -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.0002 -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.0001 -\end_layout - -\end_inset - - - - -\begin_inset Text - -\begin_layout Plain Layout -\begin_inset Formula $K_{i}$ -\end_inset - - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -[g/L] -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.1 -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.1 -\end_layout - -\end_inset - - - - -\begin_inset Text - -\begin_layout Plain Layout -\begin_inset Formula $Y_{x/s}$ -\end_inset - - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -[g DM/g] -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.45 -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.47 -\end_layout - -\end_inset - - - - -\begin_inset Text - -\begin_layout Plain Layout -\begin_inset Formula $Y_{p/s}$ -\end_inset - - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -[g/g] -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.9 -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -1.2 -\end_layout - -\end_inset - - - - -\begin_inset Text - -\begin_layout Plain Layout -\begin_inset Formula $k_{h}$ -\end_inset - - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -[h -\begin_inset Formula $^{-1}$ -\end_inset - -] -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.04 -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.01 -\end_layout - -\end_inset - - - - -\begin_inset Text - -\begin_layout Plain Layout -\begin_inset Formula $m_{s}$ -\end_inset - - -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -[g/g DM h] -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.014 -\end_layout - -\end_inset - - -\begin_inset Text - -\begin_layout Plain Layout -0.029 -\end_layout - -\end_inset - - - - -\end_inset - - -\end_layout - -\end_inset - - -\end_layout - -\begin_layout Standard -Bajpai & Reuß -\begin_inset space \space{} -\end_inset - -decided to disregard the differences between time constants for the two - regulation mechanisms (glucose repression or inhibition) because of the - relatively very long fermentation times, and therefore proposed a Haldane - expression for -\begin_inset Formula $\pi$ -\end_inset - -. -\end_layout - -\begin_layout Standard -It is interesting that simulations with the -\begin_inset CommandInset citation -LatexCommand cite -key "r4" - -\end_inset - - model for the initial conditions given by these authors indicate that, - when the remaining substrate is fed at a constant rate, a considerable - and unrealistic amount of penicillin is produced when the glucose concentration - is still very high -\begin_inset CommandInset citation -LatexCommand cite -key "r2,r3,r4" - -\end_inset - - Simulations with the Bajpai & Reuß -\begin_inset space \space{} -\end_inset - -model correctly predict almost no penicillin production in similar conditions. -\end_layout - -\begin_layout Standard -\begin_inset Note Note -status open - -\begin_layout Plain Layout -figuur 1 -\end_layout - -\end_inset - - -\begin_inset Float figure -wide false -sideways false -status open - -\begin_layout Plain Layout -\begin_inset ERT -status collapsed - -\begin_layout Plain Layout - - -\backslash -fbox{ -\end_layout - -\end_inset - - -\begin_inset ERT -status collapsed - -\begin_layout Plain Layout - - -\backslash -vbox -\end_layout - -\end_inset - - to6pc -\begin_inset ERT -status collapsed - -\begin_layout Plain Layout - -{ -\end_layout - -\end_inset - - -\begin_inset ERT -status collapsed - -\begin_layout Plain Layout - - -\backslash -hsize -\end_layout - -\end_inset - -4cm -\begin_inset space \hfill{} -\end_inset - - -\begin_inset VSpace vfill -\end_inset - - -\begin_inset ERT -status collapsed - -\begin_layout Plain Layout - -} -\end_layout - -\end_inset - - -\begin_inset ERT -status collapsed - -\begin_layout Plain Layout - -} -\end_layout - -\end_inset - - -\begin_inset Caption - -\begin_layout Plain Layout -\begin_inset Argument -status collapsed - -\begin_layout Plain Layout - -\end_layout - -\end_inset - -Pathway of the penicillin G biosynthesis. -\end_layout - -\end_inset - - -\end_layout - -\begin_layout Plain Layout -\begin_inset CommandInset label -LatexCommand label -name "penG" - -\end_inset - - -\end_layout - -\end_inset - - -\end_layout - -\begin_layout Standard -Sample of cross-reference to figure. - Figure -\begin_inset space ~ -\end_inset - - -\begin_inset CommandInset ref -LatexCommand ref -reference "penG" - -\end_inset - - shows that is not easy to get something on paper. -\end_layout - -\begin_layout Section -Headings -\end_layout - -\begin_layout Subsection -Subsection -\end_layout - -\begin_layout Standard -Carr-Goldstein based their model on balancing methods and biochemical know\SpecialChar \- -ledge. - The original model (1980) contained an equation for the oxygen dynamics - which has been omitted in a second paper (1981). - This simplified model shall be discussed here. -\end_layout - -\begin_layout Subsubsection -Subsubsection -\end_layout - -\begin_layout Standard -Carr-Goldstein based their model on balancing methods and biochemical know\SpecialChar \- -ledge. - The original model (1980) contained an equation for the oxygen dynamics - which has been omitted in a second paper (1981). - This simplified model shall be discussed here. -\end_layout - -\begin_layout Section -Equations and the like -\end_layout - -\begin_layout Standard -Two equations: -\begin_inset Formula \begin{equation} -C_{s}=K_{M}\frac{\mu/\mu_{x}}{1-\mu/\mu_{x}}\label{ccs}\end{equation} - -\end_inset - - -\end_layout - -\begin_layout Standard -and -\end_layout - -\begin_layout Standard -\begin_inset Formula \begin{equation} -G=\frac{P_{{\rm opt}}-P_{{\rm ref}}}{P_{{\rm ref}}}\mbox{\ }100\mbox{\ }(\%)\end{equation} - -\end_inset - - -\end_layout - -\begin_layout Standard -Two equation arrays: -\end_layout - -\begin_layout Standard -\begin_inset Formula \begin{eqnarray} -\frac{dS}{dt} & = & -\sigma X+s_{F}F\\ -\frac{dX}{dt} & = & \mu X\\ -\frac{dP}{dt} & = & \pi X-k_{h}P\\ -\frac{dV}{dt} & = & F -\end{eqnarray} - -\end_inset - - -\end_layout - -\begin_layout Standard -and, -\end_layout - -\begin_layout Standard -\begin_inset Formula \begin{eqnarray} -\mu_{{\rm substr}} & = & \mu_{x}\frac{C_{s}}{K_{x}C_{x}+C_{s}}\\ -\mu & = & \mu_{{\rm substr}}-Y_{x/s}(1-H(C_{s}))(m_{s}+\pi/Y_{p/s})\\ -\sigma & = & \mu_{{\rm substr}}/Y_{x/s}+H(C_{s})(m_{s}+\pi/Y_{p/s}) -\end{eqnarray} - -\end_inset - - -\end_layout - -\begin_layout Section -\start_of_appendix -Appendix section -\end_layout - -\begin_layout Standard -\begin_inset CommandInset label -LatexCommand label -name "app" - -\end_inset - - We consider a sequence of queueing systems indexed by -\begin_inset Formula $n$ -\end_inset - -. - It is assumed that each system is composed of -\begin_inset Formula $J$ -\end_inset - - stations, indexed by -\begin_inset Formula $1$ -\end_inset - - through -\begin_inset Formula $J$ -\end_inset - -, and -\begin_inset Formula $K$ -\end_inset - - customer classes, indexed by -\begin_inset Formula $1$ -\end_inset - - through -\begin_inset Formula $K$ -\end_inset - -. - Each customer class has a fixed route through the network of stations. - Customers in class -\begin_inset Formula $k$ -\end_inset - -, -\begin_inset Formula $k=1,\ldots,K$ -\end_inset - -, arrive to the system according to a renewal process, independently of - the arrivals of the other customer classes. - These customers move through the network, never visiting a station more - than once, until they eventually exit the system. -\end_layout - -\begin_layout Subsection -Appendix subsection -\end_layout - -\begin_layout Standard -However, different customer classes may visit stations in different orders; - the system is not necessarily -\begin_inset Quotes eld -\end_inset - -feed-forward. -\begin_inset Quotes erd -\end_inset - - We define the -\emph on -path of class -\begin_inset Formula $k$ -\end_inset - - customers -\emph default - in as the sequence of servers they encounter along their way through the - network and denote it by -\begin_inset Formula \begin{equation} -\mathcal{P}=\bigl(j_{k,1},j_{k,2},\dots,j_{k,m(k)}\bigr).\label{path}\end{equation} - -\end_inset - - -\end_layout - -\begin_layout Standard -Sample of cross-reference to the formula -\begin_inset CommandInset ref -LatexCommand ref -reference "path" - -\end_inset - - in Appendix -\begin_inset CommandInset ref -LatexCommand ref -reference "app" - -\end_inset - -. -\end_layout - -\begin_layout Section* -Acknowledgements -\end_layout - -\begin_layout Standard -And this is an acknowledgements section with a heading that was produced - by the -\begin_inset Formula $\backslash$ -\end_inset - -section* command. - Thank you all for helping me writing this LaTeX -\begin_inset space \space{} -\end_inset - -sample file. -\end_layout - -\begin_layout Bibliography -\labelwidthstring References -\begin_inset CommandInset bibitem -LatexCommand bibitem -label "\\protect\\citeauthoryear{Billingsley, P.}{1999}" -key "r1" - -\end_inset - - -\shape smallcaps -Billingsley, P. - -\shape default - (1999). - -\shape italic -Convergence of Probability Measures -\shape default -, 2nd ed. - Wiley, New York. -\end_layout - -\begin_layout Bibliography -\labelwidthstring References -\begin_inset CommandInset bibitem -LatexCommand bibitem -label "\\protect\\citeauthoryear{Bourbaki, N.}{1966}" -key "r2" - -\end_inset - - -\shape smallcaps -Bourbaki, N. - -\shape default - (1966). - -\shape italic -General Topology -\shape default - -\series bold -1 -\series default -. - Addison--Wesley, Reading, MA. -\end_layout - -\begin_layout Bibliography -\labelwidthstring References -\begin_inset CommandInset bibitem -LatexCommand bibitem -label "\\protect\\citeauthoryear{Ethier, S. N. and Kurtz, T. G.}{1985}" -key "r3" - -\end_inset - - -\shape smallcaps -Ethier, S. - N. - -\shape default - and -\shape smallcaps -Kurtz, T. - G. - -\shape default - (1985). - -\shape italic -Markov Processes: Characterization and Convergence -\shape default -. - Wiley, New York. -\end_layout - -\begin_layout Bibliography -\labelwidthstring References -\begin_inset CommandInset bibitem -LatexCommand bibitem -label "\\protect\\citeauthoryear{Prokhorov, Yu.}{1956}" -key "r4" - -\end_inset - - -\shape smallcaps -Prokhorov, Yu. - -\shape default - (1956). - Convergence of random processes and limit theorems in probability theory. - -\shape italic -Theory Probab. - Appl. - -\shape default - -\series bold -1 -\series default - 157--214. -\end_layout - -\begin_layout Bibliography -\labelwidthstring References -\begin_inset CommandInset bibitem -LatexCommand bibitem -label "\\protect\\citeauthoryear{Prokhorov, Yu.}{1957}" -key "r5" - -\end_inset - - -\begin_inset Flex By Same Author (bib) -status open - -\begin_layout Plain Layout -Prokhorov, Yu. -\end_layout - -\end_inset - - (1957). - Convergence of random processes and limit theorems in probability theory - II. - -\shape italic -Theory Probab. - Appl. - -\shape default - -\series bold -2 -\series default - 157--214. -\end_layout - -\end_body -\end_document diff --git a/lib/templates/ectaart.lyx b/lib/templates/ectaart.lyx index 7629366ba8..2aacaaf045 100644 --- a/lib/templates/ectaart.lyx +++ b/lib/templates/ectaart.lyx @@ -4,7 +4,6 @@ \begin_header \textclass ectaart \begin_preamble -%\RequirePackage[colorlinks,citecolor=blue,urlcolor=blue]{hyperref} %\RequirePackage{hypernat} %% Local definitions