[Japanese]
[日本語]
;; outline
(add-hook 'outline-mode-hook
'(lambda ()
(setq outline-regexp "\\(\\*\\|-\\| -\\| -\\)")
(setq outline-level
'(lambda ()
(cond ((looking-at "\\*") 1)
((looking-at "-") 2)
((looking-at " -") 3)
((looking-at " -") 4)
(t 1000))))))
(setq outline-font-lock-keywords
'(;;
;; Highlight headings according to the level.
(eval . (list (concat "^" outline-regexp ".+")
0 '(or (cdr (assq (outline-font-lock-level)
'((1 . font-lock-function-name-face)
(2 . font-lock-variable-name-face)
(3 . font-lock-doc-face)
(4 . font-lock-comment-face)
(5 . font-lock-comment-face)
(6 . font-lock-type-face)
(7 . font-lock-type-face)
(8 . font-lock-string-face))))
font-lock-warning-face)
nil t))))Note that this definition overrides outline-mode definition of Emacs.
この定義がemacsのアウトライン・モード定義に取って代わることに注意せよ。
* Top Level Item
- Second level item
- Third level item
- Fourth level itemEmacs automatically highlits each level with a different face.
自動的にhighlitsが異なる顔に本当のことをそれぞれ言うemacs。
An example of my presentation slides, which was presented at SPIE's
International Symposium on the Convergence of Information Technologies
and Communications (ITCom 2004), is shown below.
情報技術とコミュニケーション(ITCom 2004)の集合でSPIEの国際的なシンポジウムで公開された私のプレゼンテーション・スライドの例が見せられるの下に。
-*- Outline -*-
* Title
- On Packet Marking Function of Active Queue Management Mechanism: Should It Be Linear, Concave, or Convex?
- Hiroyuki Ohsaki and Masayuki Murata
- Graduate School of Information Science and Technology, Osaka University, Japan
- oosaki[atmark]ist.osaka-u.ac.jp
* Contents
- Introduction
- RED (Random Early Detection)
- Objectives
- Analysis
- Numerical Examples
- Conclusion
* Background
- AQM (Active Queue Management) mechanisms
- Studied by many researchers
- Supports the congestion control mechanism of TCP
- RED (Random Early Detection)
- A representative AQM mechanism
- Randomly discards an arriving packet
- Keeps the average queue length small
- Achieves high throughput
- Its operation algorithm is quite simple
* RED Known Problems
- Parameter sensitivity
- Effectiveness is dependent on four control parameters
- Average queue length is dependent on traffic load
- i.e., the number of active TCP connections
- Parameter tuning difficulty
- The optimal control parameters is affected by traffic load
- More understanding on RED is necessary
* RED Packet Marking Probability
- RED randomly discards an arriving packet with a probability proportional to its average queue length
* Question on RED Packet Marking Probability
- Analytically known facts
- TCP throughput is inversely proportional to p^(1/2)
- p: the packet loss probability in the network
- For M/M/1 queueing system, the average queue length is (rho/(1-rho))
- rho: utilization factor
- So, should the packet marking probability not be changed linearly?
- Question
- For achieving good steady state and transient state performances...
- Whether the packet marking probability should be proportional to the average queue length or not?
* Objectives
- Investigate effect of packet marking function on RED's performance
- Steady state performance
- Transient state performance
- Show how the packet marking function should be determined
- Utilize analytic results of TCP and RED steady state analysis
- Consider three classes of packet marking functions
- Linear, concave, and convex
- Show which packet marking functions is the best...
- in terms of good transient state performance and robustness
* Analysis Overview
- 1. Replace the packet marking function with a generic one
- 2. Combining two analytic models
- Stochastic model of TCP window size
- Deterministic model of RED queue length
- 3. Analyze toward what value the average queue length converges...
- for a given average queue length
* 1. Replace Packet Marking Function and Define Queue Occupancy
- The packet marking function is replaced by
- (2)
- Introduce ``queue occupancy''
* 2. Combining Two Analytic Models
- Expected value of TCP window size: w(p)
- (3)
- (4)
- b: the number of packets required for returning an ACK packet
- p: the packet loss probability in the network
- Queue length of RED in steady state: qavg
- (5)
- N: the number of TCP connections
- w: TCP window size
- B: maximum transmission capacity of RED router
- tau: two-way propagation delay of TCP connection
* 3. Analyze Average Queue Length Convergence Point
- Average queue length convergence point: qavg
- (8)
- Queue occupancy in steady state: x^*
- (9)
* Effect of Packet Marking Function
- Fig. 2
* Optimal Packet Marking Function
- Packet marking function should be chosen such that Eq. (9) becomes a linear function
- (10)
- By solving the above equation, we have
- (11)
- To optimize the steady state and transient state performances...
- f(x) must be changed according to N
- N: the number of active TCP connections
- However, Eq. (11) is impractical...
- since RED router has no capability to know the number of active TCP connections
* Three Function Classes: Linear, Concave, Convex
- Linear
- Eq (11)
- Concave
- Eq (12)
- Convex
- Eq. (13)
* RED Queue Occupancy (Linear Case)
- Fig. 3
* RED Queue Occupancy (Concave Case)
- Fig. 4
* RED Queue Occupancy (Convex Case)
- Fig. 5
* Conclusion
- Analyze effect of packet marking function on RED's performance
- Steady state performance
- Transient state performance
- Show how the packet marking function should be determined
- Utilize analytic results of TCP and RED steady state analysis
- Derive the optimal packet marking function
- Consider three classes of packet marking functions
- Linear, concave, and convex
- Show RED with concave function works best...
- in terms of good transient state performance and robustnessSee the "Outline Mode" section of GNU Emacs manual page for details of
the outline-mode, or run M-x describe-mode or M-x describe-bindings
for usage summary.
アウトライン・モード、あるいは走行の詳細に関してGNU Emacsマニュアル・ページの「アウトライン・モード」セクションを参照するM-x述べよ-方法あるいはM-x述べよ-バインディング使い方要約のために。
Commands: C-c C-n outline-next-visible-heading move by visible headings C-c C-p outline-previous-visible-heading C-c C-f outline-forward-same-level similar but skip subheadings C-c C-b outline-backward-same-level C-c C-u outline-up-heading move from subheading to heading C-c C-t make all text invisible (not headings). C-c C-a make everything in buffer visible. The remaining commands are used when point is on a heading line. They apply to some of the body or subheadings of that heading. This page is translated with IBM Translation King 3.0.0.
このページは IBM 翻訳の王様バージョン 3.0.0 によって翻訳されたものです。 C-c C-d hide-subtree make body and subheadings invisible. This page is translated with IBM Translation King 3.0.0.
このページは IBM 翻訳の王様バージョン 3.0.0 によって翻訳されたものです。 C-c C-s show-subtree make body and subheadings visible. This page is translated with IBM Translation King 3.0.0.
このページは IBM 翻訳の王様バージョン 3.0.0 によって翻訳されたものです。 C-c TAB show-children make direct subheadings visible. No effect on body, or subheadings 2 or more levels down. This page is translated with IBM Translation King 3.0.0.
このページは IBM 翻訳の王様バージョン 3.0.0 によって翻訳されたものです。 With arg N, affects subheadings N levels down. C-c C-c make immediately following body invisible. This page is translated with IBM Translation King 3.0.0.
このページは IBM 翻訳の王様バージョン 3.0.0 によって翻訳されたものです。 C-c C-e make it visible. C-c C-l make body under heading and under its subheadings invisible. This page is translated with IBM Translation King 3.0.0.
このページは IBM 翻訳の王様バージョン 3.0.0 によって翻訳されたものです。 The subheadings remain visible. C-c C-k make all subheadings at all levels visible.
Use a simple Perl script for outline-to-LaTeX conversion.
アウトラインからLaTeXのためにシンプルなPerlスクリプトを使う転換。
http://www.ispl.jp/~oosaki/software/perl/outline2tex
For converting to a presentation slide, use -s option.
プレゼンテーション・スライドに変えるために、-sオプションを使え。
Use a simple Perl script for outline-to-HTML conversion.
アウトラインからHTMLのためにシンプルなPerlスクリプトを使う転換。
http://www.ispl.jp/~oosaki/software/perl/outline2html
For converting to a PPT file, take the following steps:
PPTファイルに変えるために、以下のステップを取れ: