|
Warning: this is an htmlized version!
The original is here, and the conversion rules are here. |
% (find-LATEX "2023-2-C3-teorema-de-weierstrass.tex")
% (defun c () (interactive) (find-LATEXsh "lualatex -record 2023-2-C3-teorema-de-weierstrass.tex" :end))
% (defun C () (interactive) (find-LATEXsh "lualatex 2023-2-C3-teorema-de-weierstrass.tex" "Success!!!"))
% (defun D () (interactive) (find-pdf-page "~/LATEX/2023-2-C3-teorema-de-weierstrass.pdf"))
% (defun d () (interactive) (find-pdftools-page "~/LATEX/2023-2-C3-teorema-de-weierstrass.pdf"))
% (defun e () (interactive) (find-LATEX "2023-2-C3-teorema-de-weierstrass.tex"))
% (defun o () (interactive) (find-LATEX "2023-2-C3-teorema-de-weierstrass.tex"))
% (defun u () (interactive) (find-latex-upload-links "2023-2-C3-teorema-de-weierstrass"))
% (defun v () (interactive) (find-2a '(e) '(d)))
% (defun d0 () (interactive) (find-ebuffer "2023-2-C3-teorema-de-weierstrass.pdf"))
% (defun cv () (interactive) (C) (ee-kill-this-buffer) (v) (g))
% (code-eec-LATEX "2023-2-C3-teorema-de-weierstrass")
% (find-pdf-page "~/LATEX/2023-2-C3-teorema-de-weierstrass.pdf")
% (find-sh0 "cp -v ~/LATEX/2023-2-C3-teorema-de-weierstrass.pdf /tmp/")
% (find-sh0 "cp -v ~/LATEX/2023-2-C3-teorema-de-weierstrass.pdf /tmp/pen/")
% (find-xournalpp "/tmp/2023-2-C3-teorema-de-weierstrass.pdf")
% file:///home/edrx/LATEX/2023-2-C3-teorema-de-weierstrass.pdf
% file:///tmp/2023-2-C3-teorema-de-weierstrass.pdf
% file:///tmp/pen/2023-2-C3-teorema-de-weierstrass.pdf
% http://anggtwu.net/LATEX/2023-2-C3-teorema-de-weierstrass.pdf
% (find-LATEX "2019.mk")
% (find-Deps1-links "Caepro5 Piecewise2 Maxima2")
% (find-Deps1-cps "Caepro5 Piecewise2 Maxima2")
% (find-Deps1-anggs "Caepro5 Piecewise2 Maxima2")
% (find-MM-aula-links "2023-2-C3-teorema-de-weierstrass" "C3" "c3m232tw" "c3tw")
% «.defs» (to "defs")
% «.defs-T-and-B» (to "defs-T-and-B")
% «.defs-caepro» (to "defs-caepro")
% «.defs-pict2e» (to "defs-pict2e")
% «.defs-maxima» (to "defs-maxima")
% «.title» (to "title")
% «.links» (to "links")
%
% «.djvuize» (to "djvuize")
% <videos>
% Video (not yet):
% (find-ssr-links "c3m232tw" "2023-2-C3-teorema-de-weierstrass")
% (code-eevvideo "c3m232tw" "2023-2-C3-teorema-de-weierstrass")
% (code-eevlinksvideo "c3m232tw" "2023-2-C3-teorema-de-weierstrass")
% (find-c3m232twvideo "0:00")
\documentclass[oneside,12pt]{article}
\usepackage[colorlinks,citecolor=DarkRed,urlcolor=DarkRed]{hyperref} % (find-es "tex" "hyperref")
\usepackage{amsmath}
\usepackage{amsfonts}
\usepackage{amssymb}
\usepackage{pict2e}
\usepackage[x11names,svgnames]{xcolor} % (find-es "tex" "xcolor")
\usepackage{colorweb} % (find-es "tex" "colorweb")
%\usepackage{tikz}
%
% (find-dn6 "preamble6.lua" "preamble0")
%\usepackage{proof} % For derivation trees ("%:" lines)
%\input diagxy % For 2D diagrams ("%D" lines)
%\xyoption{curve} % For the ".curve=" feature in 2D diagrams
%
\usepackage{edrx21} % (find-LATEX "edrx21.sty")
\input edrxaccents.tex % (find-LATEX "edrxaccents.tex")
\input edrx21chars.tex % (find-LATEX "edrx21chars.tex")
\input edrxheadfoot.tex % (find-LATEX "edrxheadfoot.tex")
\input edrxgac2.tex % (find-LATEX "edrxgac2.tex")
%
% (find-es "tex" "geometry")
\usepackage[a6paper, landscape,
top=1.5cm, bottom=.25cm, left=1cm, right=1cm, includefoot
]{geometry}
%
\begin{document}
% «defs» (to ".defs")
% (find-LATEX "edrx21defs.tex" "colors")
% (find-LATEX "edrx21.sty")
\def\drafturl{http://anggtwu.net/LATEX/2023-2-C3.pdf}
\def\drafturl{http://anggtwu.net/2023.2-C3.html}
\def\draftfooter{\tiny \href{\drafturl}{\jobname{}} \ColorBrown{\shorttoday{} \hours}}
% (find-LATEX "2023-1-C2-carro.tex" "defs-caepro")
% (find-LATEX "2023-1-C2-carro.tex" "defs-pict2e")
\catcode`\^^J=10
\directlua{dofile "dednat6load.lua"} % (find-LATEX "dednat6load.lua")
% «defs-T-and-B» (to ".defs-T-and-B")
\long\def\ColorDarkOrange#1{{\color{orange!90!black}#1}}
\def\T(Total: #1 pts){{\bf(Total: #1)}}
\def\T(Total: #1 pts){{\bf(Total: #1 pts)}}
\def\T(Total: #1 pts){\ColorRed{\bf(Total: #1 pts)}}
\def\B (#1 pts){\ColorDarkOrange{\bf(#1 pts)}}
% «defs-caepro» (to ".defs-caepro")
%L dofile "Caepro5.lua" -- (find-angg "LUA/Caepro5.lua" "LaTeX")
\def\Caurl #1{\expr{Caurl("#1")}}
\def\Cahref#1#2{\href{\Caurl{#1}}{#2}}
\def\Ca #1{\Cahref{#1}{#1}}
% «defs-pict2e» (to ".defs-pict2e")
%L dofile "Piecewise2.lua" -- (find-LATEX "Piecewise2.lua")
%L --dofile "Escadas1.lua" -- (find-LATEX "Escadas1.lua")
\def\pictgridstyle{\color{GrayPale}\linethickness{0.3pt}}
\def\pictaxesstyle{\linethickness{0.5pt}}
\def\pictnaxesstyle{\color{GrayPale}\linethickness{0.5pt}}
\celllower=2.5pt
% «defs-maxima» (to ".defs-maxima")
%L dofile "Maxima2.lua" -- (find-angg "LUA/Maxima2.lua")
\pu
% _____ _ _ _
% |_ _(_) |_| | ___ _ __ __ _ __ _ ___
% | | | | __| |/ _ \ | '_ \ / _` |/ _` |/ _ \
% | | | | |_| | __/ | |_) | (_| | (_| | __/
% |_| |_|\__|_|\___| | .__/ \__,_|\__, |\___|
% |_| |___/
%
% «title» (to ".title")
% (c3m232twp 1 "title")
% (c3m232twa "title")
\thispagestyle{empty}
\begin{center}
\vspace*{1.2cm}
{\bf \Large Cálculo C3 - 2023.2}
\bsk
Aula 29: o teorema de Weierstrass
\bsk
Eduardo Ochs - RCN/PURO/UFF
\url{http://anggtwu.net/2023.2-C3.html}
\end{center}
\newpage
% «links» (to ".links")
% (c3m232twp 2 "links")
% (c3m232twa "links")
{\bf Links}
\scalebox{0.6}{\def\colwidth{12cm}\firstcol{
% (find-books "__analysis/__analysis.el" "bortolossi" "121" "4. Continuidade, noções de topologia...")
% (find-bortolossi4page (+ -120 121) "4. Continuidade, noções de topologia...")
% (find-bortolossi4page (+ -120 121) "4.1. Porque contínuas são importantes")
% (find-bortolossi4page (+ -120 123) "4.2. Continuidade em várias variáveis")
% (find-bortolossi4page (+ -120 129) "4.3. Weierstrass em n variáveis")
% (find-bortolossi4page (+ -120 130) "seis conjuntos abaixo")
% (find-bortolossi4page (+ -120 139) "distância euclidiana")
% (find-bortolossi4page (+ -120 142) "bola aberta")
% (find-bortolossi4page (+ -120 142) "bola fechada")
% (find-bortolossi4page (+ -120 143) "conjunto limitado")
% (find-bortolossi4page (+ -120 143) "ponto de fronteira")
% (find-bortolossi4page (+ -120 144) "fronteira de um conjunto")
% (find-bortolossi4page (+ -120 145) "conjunto fechado")
% (find-bortolossi4page (+ -120 146) "conjunto compacto")
% (find-bortolossi4page (+ -120 147) "o teorema de Weierstrass")
% (find-bortolossi4page (+ -120 148) "ponto interior")
% (find-bortolossi4page (+ -120 148) "conjunto aberto")
% (find-bortolossi4page (+ -120 151) "4.4. Exercícios")
\par \Ca{Bort4p1} (p.121) 4. Continuidade, noções de topologia...
\par \Ca{Bort4p1} (p.121) 4.1. Porque contínuas são importantes
\par \Ca{Bort4p3} (p.123) 4.2. Continuidade em várias variáveis
\par \Ca{Bort4p9} (p.129) 4.3. Weierstrass em n variáveis
\par \Ca{Bort4p10} (p.130) seis conjuntos abaixo
\par \Ca{Bort4p19} (p.139) distância euclidiana
\par \Ca{Bort4p22} (p.142) bola aberta
\par \Ca{Bort4p22} (p.142) bola fechada
\par \Ca{Bort4p23} (p.143) conjunto limitado
\par \Ca{Bort4p23} (p.143) ponto de fronteira
\par \Ca{Bort4p24} (p.144) fronteira de um conjunto
\par \Ca{Bort4p25} (p.145) conjunto fechado
\par \Ca{Bort4p26} (p.146) conjunto compacto
\par \Ca{Bort4p27} (p.147) o teorema de Weierstrass
\par \Ca{Bort4p28} (p.148) ponto interior
\par \Ca{Bort4p28} (p.148) conjunto aberto
\par \Ca{Bort4p31} (p.151) 4.4. Exercícios
}\anothercol{
}}
\newpage
\GenericWarning{Success:}{Success!!!} % Used by `M-x cv'
\end{document}
% ____ _ _
% | _ \(_)_ ___ _(_)_______
% | | | | \ \ / / | | | |_ / _ \
% | |_| | |\ V /| |_| | |/ / __/
% |____// | \_/ \__,_|_/___\___|
% |__/
%
% «djvuize» (to ".djvuize")
% (find-LATEXgrep "grep --color -nH --null -e djvuize 2020-1*.tex")
* (eepitch-shell)
* (eepitch-kill)
* (eepitch-shell)
# (find-fline "~/2023.2-C3/")
# (find-fline "~/LATEX/2023-2-C3/")
# (find-fline "~/bin/djvuize")
cd /tmp/
for i in *.jpg; do echo f $(basename $i .jpg); done
f () { rm -v $1.pdf; textcleaner -f 50 -o 5 $1.jpg $1.png; djvuize $1.pdf; xpdf $1.pdf }
f () { rm -v $1.pdf; textcleaner -f 50 -o 10 $1.jpg $1.png; djvuize $1.pdf; xpdf $1.pdf }
f () { rm -v $1.pdf; textcleaner -f 50 -o 20 $1.jpg $1.png; djvuize $1.pdf; xpdf $1.pdf }
f () { rm -fv $1.png $1.pdf; djvuize $1.pdf }
f () { rm -fv $1.png $1.pdf; djvuize WHITEBOARDOPTS="-m 1.0 -f 15" $1.pdf; xpdf $1.pdf }
f () { rm -fv $1.png $1.pdf; djvuize WHITEBOARDOPTS="-m 1.0 -f 30" $1.pdf; xpdf $1.pdf }
f () { rm -fv $1.png $1.pdf; djvuize WHITEBOARDOPTS="-m 1.0 -f 45" $1.pdf; xpdf $1.pdf }
f () { rm -fv $1.png $1.pdf; djvuize WHITEBOARDOPTS="-m 0.5" $1.pdf; xpdf $1.pdf }
f () { rm -fv $1.png $1.pdf; djvuize WHITEBOARDOPTS="-m 0.25" $1.pdf; xpdf $1.pdf }
f () { cp -fv $1.png $1.pdf ~/2023.2-C3/
cp -fv $1.pdf ~/LATEX/2023-2-C3/
cat <<%%%
% (find-latexscan-links "C3" "$1")
%%%
}
f 20201213_area_em_funcao_de_theta
f 20201213_area_em_funcao_de_x
f 20201213_area_fatias_pizza
% __ __ _
% | \/ | __ _| | _____
% | |\/| |/ _` | |/ / _ \
% | | | | (_| | < __/
% |_| |_|\__,_|_|\_\___|
%
% <make>
* (eepitch-shell)
* (eepitch-kill)
* (eepitch-shell)
# (find-LATEXfile "2019planar-has-1.mk")
make -f 2019.mk STEM=2023-2-C3-teorema-de-weierstrass veryclean
make -f 2019.mk STEM=2023-2-C3-teorema-de-weierstrass pdf
% Local Variables:
% coding: utf-8-unix
% ee-tla: "c3tw"
% ee-tla: "c3m232tw"
% End: