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1 jslides

6.................................. 13 6.7..................................... 13 7 14 7.1...................................... 14 7.2............................. 15 7.2.1............................... 16 7.

2 Zapf Dingbats Q&A 26 1 jslides.cls OHP DVIOUT OHP LATEX slides 2

11................................. 24 7.12..................................... 25 7.13.

3 2 2 DVIOUT DVIOUT DVIOUT DVIOUT FONT TEXPK 3

4 ^ry=tfmy=y=^s^tfm;^ry=pky=y=^s.^dpk;^ry=vfy=y=^s.vf;^ry=ovfy=y=^s.ovf;^ry=tfmy=y=^s.tfm ^ry=tfmy=y=^s.tfm;^ry=pky=y=^s.^dpk;^ry=vfy=y=^s.vf OK Save dviout-texpk.msi docs Windows Installer dviout-updater DVIOUT 3 4

5 jslides jslides.cls images 2 images docs samples docs howto.dvi samples ohp.tex 4 slides 1 Y=documentclass{jslides} OHP A4 slide Y=documentclass{jslides} Y=begin{document} Y=begin{slide} 5

6 Y=end{slide} Y=begin{slide} Y=end{slide} Y=end{document} Y=begin{document}Y=end{document} Y=begin{slide}Y=end{slide} 1 1 OHP L A TEX Y=section figure table OHP 5 1 Y=documentclass[options]{jslides} options presen,landscape,a4paper 5.1 a4paper OHP presen 6

OHP L A TEX Y=section figure table OHP 5 1

7 a5paper b4paper b5paper OHP vga svga xga sxga uxga x x x p 720p 1080i landscape xga OHP A4 OHP landscape a4paper xga vga nopresen 1: 2 3:4 4: xga 7

1080i 720 480 1280 720 1920 1080 2 landscape xga OHP A4 OHP

8 5.2 slides tight bulky 5.3 BMP PDF nopresen EPS bmp BMP eps EPS PDF 6.4 images 5.4 DVIOUT DVI OHP PDF presen DVI a4paper nopresen PDF a4paper 8

9 5.5 leqno fleqn nopi pifont DVIOUT 6 Y=documentclass Y=begin{document} jslides amsmath,amssymb pifont ZapfDing DVIOUT ghostscript calc nopi color graphicx 6.1 slides Y=novcentering Y=vcentering slide 1 1 Y=begin{slide} slide 9

ZapfDing DVIOUT ghostscript calc nopi color graphicx 6.

10 6.2 START SPACE 1 END Bye DVIOUT 16 dviout 3.18 nopresen Y=useindicator 2 CoverOn CoverOff CoverOff 4pages 4 slide Y=useindicator Y=nouseindicator 6.3 DVIOUT Y=nouseindicator 10

11 DVIOUT Y=setscreen{white} Y=setscreen{black} Y=setscreen{white} 3:4 1: 2 A4 DVIOUT Y=setbackground{black} Y=setbackground{white} Y=setscreen Y=setbackground Y=setscreen Y=setscreen Y=setbackground DVIOUT 6.4 jslides Y=setframe{frame-type} frame-type none thin thick double 2 shadow whiteboard chalkboard blackboard Y=frametype{none} Y=setscreen{black} 11

12 whiteboard chalkboard blackboard Y=tex tcolor{red} whiteboard red blue green 3 chalkboard blackboard red yellow blue green 4 color 7.1 blackboard chalkboard DVIOUT blackboard chalkboard Y=setframe frame-type Y=setbackground images samples DVI samples images images Y=setdirectory{../images} image jslides Y=documentclass{../jslides} 12

1 blackboard chalkboard DVIOUT blackboard chalkboard Y=setframe frame-type

13 Y=setdirectory Y=documentclass{jslides} DVIOUT DVIOUT 1 Thank you! Y=finalmessage{message} message Y=finalmessage{} 6.6 Y=setcover{style} 1 Y=coverstyle{style} CoverOn CoverOff on off pause Y=wait 3 Y=coverstyle{off} DVIOUT DVIOUT Y=coverstyle 6.7 Y=setframe 3 Ver

14 6.4 Y=setbackground Y=setscreen Y=setwallpaper{filename} Y=setwallpaper{background} BMP bmp background.bmp EPS eps background.eps Y=setextension BMP Y=setextension{bmp} EPS Y=setextension{eps} Y=setdirectory Y=setdirectory{./images} 7 jslides slides 1 1 slide Y=begin{slide} Y=end{slide} Y=begin{slide}[ ] Y=end{slide} Y=slidetitle Y=red Y=blue Y=green Y=yellow Y=r ed{ } $Y=red{y} = x^{y=blue{2}}$ blackboard chalkboard 6.4 Y=textcolor{red}{} color red blue green yellow pifont

$1 Y=red Y=blue Y=green Y=yellow Y=r ed{ } $Y=red{y} = x^{y=blue{2}}$ blackboard chalkboard 6.$

15 7.2 dviout version Study the solution u(x) of the Shrödinger equation ¼ 1 2 ½ 2 x 2 + U(x) u(x) =λu(x) 1 j n j Study the solution u(x) of the Shrödinger equation ¼ 1 2 ½ 2 x 2 + U(x) u(x) =λu(x) 1 j n j with the potential function with the potential function U(x) = 1 i<j n C (x i x j ) 2. Study the solution u(x) of the Shrödinger equation ¼ 1 2 ½ 2 x 2 + U(x) u(x) =λu(x) 1 j n j with the potential function U(x) = 1 i<j n C (x i x j ) 2. Study the solution u(x) of the Shrödinger equation ¼ 1 2 ½ 2 x 2 + U(x) u(x) =λu(x) 1 j n j with the potential function C U(x) = sinh 2 (x 1 i<j n i x j ) It can be written by Bessel function when n =1. It can be written by Gauss hypergeometric function when n =1. Space 4 Off 4 dviout jslides 15

with the potential function with the potential function U(x) = 1 i<j n C (x i x j ) 2.

16 7.2.1 dviout 0 Space Space Space TEX jslides Space Y=begin{slide} Study the solution $u(x)$ of the ShrY="odinger equation Y=[ Y=left(-Y=frac12Y=sum_{1Y=le jy=le n}y=frac{y=partial^2}{y=partial x_j^2} + U(x) Y=right)u(x) = Y=lambda u(x) Y=] with the potential function Y=[ U(x) = Y=sum_{1Y=le i < jy=le n} Y=frac{C}{(x_i - x_j)^2.} Y=] It can be written by Bessel function when $n=1$. Y=end{slide} Space 16

$n}y=frac{y=partial^2}{y=partial x_j^2} + U(x) Y=right)u(x) = Y=lambda u(x) Y=] with the potential function$

17 Space Space Y=begin{slide} [1]% Y=plain Y=end{slide} [1] [1] 1 [n] n+1 1 Y=plain 3 2 Y=plain 0 [0] 1 Y=plain Space hoverlay voverlay 2 hoverlay voverlay 17

18 Y=[ x := Y=begin{hoverlay} Y=int_0^1 g(t)y=,dt Y=sum_{k=1}^N Y=frac{1}{N} g(k/n) Y=end{hoverlay} Y=] x := g(t) dt 0 N 1 Space g(k/n) N k=1 hoverlay voverlay hoverlay 1 1 hoverlay hoverlay 3 2 Y=begin{slide} 1 Y=begin{voverlay} Y=begin{hoverlay} Y=end{hoverlay} 18

g(k/n) N k=1 hoverlay voverlay hoverlay 1 1 hoverlay 1 2 2 hoverlay

19 Y=end{voverlay}% Y=begin{hoverlay} Y=end{hoverlay}% Y=plain Y=end{slide} Y=begin{hoverlay}[2] 7.3 itemize 5 enumerate enumerate 1 2 itemize Zapf Dingbats dinglist LR

20 Y=begin{LR} Y=newcolumn Y=end{LR} Y=newcolumn Y=newcolumn Y=newpage Y=clearpage LR 2:1 LR 0.67 Y=begin{LR}[0.5] Y=newcolumn Y=end{LR} AMS-LATEX amsmath align split & LR! Forbidden control sequence found while scanning u se of Y=split. {} Y=begin{LR} Y=[ {Y=begin{split} f(x) &= ax^2 + bx + c Y=Y= g(x) &= dx + e Y=end{split}} Y=] {Y=begin{align} f(x) &= ax^2 + bx + c Y=Y= g(x) &= dx + e Y=end{align}} Y=end{LR} tabular array pmatrix case 20

${} Y=begin{LR} Y=[ {Y=begin{split} f(x) &= ax^2 + bx + c Y=Y= g(x) &= dx + e Y=end{split}} Y=] {Y=begin{align}$

21 7.5 Y=slidetitle{title} title jslides Y=section 2.1 slide 7.6 Y=sepline Y=ProgressArrow nopi pifont.sty Zapf Dingbats Zapf Dingbats Zapf pifonts jslides Zapf Dingbats 1 Y=ding{num} Y=ding{74} jslides Y=ding[red]{74} 7.1 Y=dingfill Y=hfill Zapf Dingbats Y=mbox{}Y=dingfill{95} Y=dingfill{95} Y=dingfill[color]{num} Y=dingfill Y=dingline Y=dingline{40} 21

22 ❶ 183 ❷ 184 ❸ 185 ❹ 186 ❺ 187 ❻ 188 ❼ 189 ❽ 190 ❾ 191 ❿ 192 ➀ 193 ➁ 194 ➂ 195 ➃ 196 ➄ 197 ➅ 198 ➆ 199 ➇ 200 ➈ 201 ➉ 202 ➊ 203 ➋ 204 ➌ 205 ➍ 206 ➎ 207 ➏ 208 ➐ 209 ➑ 210 ➒ 211 ➓ : Zapf Dingbats 7.6 Y=sepline Y=dingline Y=dingline[c olor]{num} itemize Zapf Dingbats 6 ding list Y=begin{dinglist}{num} Y=item Y=item Y=end{dinglist} num 39 color itemize 22

23 Y=begin{dinglist}[color]{num} Y=item Y=item Y=end{dinglist} Y=begin{dinglist}{num}[color] Y=item Y=item Y=end{dinglist} Zapf Dingbats Adobe 35 Acrobat PDF Y=includegraphics 1 jslides Y=insertgraphics 1 LR multicols Y=insertgraphics{picture.eps} Y=insertgraphics Y=includegraphics Y=includegraphics Y=insertgraphics[width=Y=linewidth,]{picture.eps} jslides table figure Y=caption Y=caption{caption} caption 7.9 emphbox 23

24 Y=begin{emphbox}{red} Y=[ ax^2 + bx + c = 0Y=] $a Y=neq 0$ Y=end{emphbox} ax 2 + bx + c =0 a 0 x = b ± b 2 4ac 2a emphbox red blue green gray SPACE SPACE Y=wait{millsec} millsec SPACE pause Y=wait Y=gotop{millsec} millsec Y=goto p{60000} 7.11 Y=documentclass autoproceed Y=documentclass[xga,autoproceed]{jslides} 3 Space 24

25 Y=setproceedtime{1000} Alt F4 DVIOUT 7.12 DVIOUT Hyper TEX WEB jslides Y=label Y=ref Y=pageref L A TEX Y=ref Y=eqref Y=begin{slide} Y=begin{equation}Y=label{eq:linear-eq} ax + by = c Y=end{equation} Y=end{slide} Y=begin{slide} Y=eqref{eq:linear-eq} Y=end{slide} Y=eqref (1) DVIOUT Y=label Back Y=eqref Y=label Y=name{anchor}{string} string anchor Y=href{#anchor}{string} string Y=name WEB Y=href anchor # Y=href anchor DVI Y=href{file:foo.dvi#jump} foo.dvi Y=name {jump}{} 25

26 Y=href{file:sample.html} Y=href{file:some.pdf} DVIOUT Presentation Seamless Hyper Jump Y=button{sample.html}{} Y=href{file:sample.html}{} Y=href{ notepad.exe readme.txt Y=href{file:notepad.exe^sreadme.txt} ^s 7.13 Y=href Y=play{file} file Y=play{japan.mid} file: 8 Q&A DVIOUT TEXPK! Forbidden control sequence found while scanning use of Y=split. LR align split { } {Y=begin{split}Y=end{split}} Y=setwallpaper Y=setextension Y=setdirectory BMP DVIOUT DVIOUT 26

27 DVIOUT DVIOUT DVI DVI DVIOUT PDF a4paper PDF A3 Adobe Acrobat Adobe Reader jslides 27

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Copyright JAPAN POST BANK CO., LTD. All Rights Reserved. 1 Copyright 2017 2018 JAPAN POST BANK CO., LTD. All Rights Reserved. 1 Copyright 2017 2018 JAPAN POST BANK CO., LTD. All Rights Reserved. 2 60 50 40 30 20 10 0 20173 20183 Copyright 2017 2018 JAPAN POST