Sandbox/vlp
This is a wiki page to aid the LaTeX formatting of The Principles of Logic project.
A forum page about it is here.
The Preamble (last changed 27 July 2008)
The following preamble should be at the start of the document. Please, change the date when updating and update the Preamble Change Log below.
It draws together all of the previous suggestions and includes definitions of chapter, section, etc., to reflect how they look on the printed page to aid in spotting use of the incorrect markup.
% last changed 27 July 2008 \documentclass{book} \usepackage{amsfonts,amsmath,amssymb,amsthm} \usepackage{inputenc} \usepackage{multirow} % needed for multirows in tabular % Left group \newenvironment{Lgroup}[0]% {$\left\{\!\!\begin{tabular}{l}} {\end{tabular}\right.$} % Right group \newenvironment{Rgroup}[0]% {$\left.\!\!\begin{tabular}{l}} {\end{tabular}\right\}$} % Blank-blank group \newenvironment{BBgroup}[0]% {\begin{tabular}{l}} {\end{tabular}} % Left-right group \newenvironment{LRgroup}[0]% {$\left\{\!\!\begin{tabular}{l}} {\end{tabular}\!\!\right\}$} \newcommand{\chapterpart}{\arabic{chapter}} %a temporary definition to prevent compile errors \newcounter{chapterpart}[chapter] \newcommand{\subsubsubsection}{\arabic{chapter}} %a temporary definition to prevent compile errors \newcounter{subsubsubsection}[subsubsection] \makeatletter \renewcommand\part{\@startsection{part}{-1}% {0pt}{-\baselineskip}{1.2\baselineskip}% {\centering\LARGE}} \renewcommand\chapter{\@startsection{chapter}{0}% {0pt}{-\baselineskip}{.8\baselineskip}% {\centering\Large}} \renewcommand\chapterpart{\@startsection{chapterpart}{1}% {0pt}{-\baselineskip}{.6\baselineskip}% {\centering\large}} \renewcommand\section{\@startsection{section}{2}% {0pt}{-\baselineskip}{.4\baselineskip}% {\centering\normalfont\Large\bfseries}} \renewcommand\subsection{\@startsection{subsection}{3}% {0pt}{-\baselineskip}{.2\baselineskip}% {\centering\itshape}} \renewcommand\subsubsection{\@startsection{subsubsection}{4}% {0pt}{-\baselineskip}{.2\baselineskip}% {\centering\textbf}} \renewcommand\subsubsubsection{\@startsection{subsubsubsection}{5}% looks the same as section {0pt}{-\baselineskip}{.2\baselineskip}% {\centering\itshape}} \makeatother
Preamble change log
Please write here what you've added or changed to preamble and the reason for it.
- 27 July 2008 Preamble collated from several previous suggestions.
Chapters and Sections
Formatting of chapters and sections should be as follows, (the Level is in accordance with the LaTeX convention and is for information only). This is a slight revision of the work done by pvachusk. :-
Page | Header | Markup | Level |
005.png | PREFACE. | \part* | -1 |
009.png | INTRODUCTION. | \part* | -1 |
009.png | I. INTUITIONS. | \chapter* | 0 |
009.png | 1. Definition. | \section* | 2 |
009.png | 2. Classification. | \section* | 2 |
010.png | 3. Conditions. | \section* | 2 |
010.png | 4. Relations of Empirical and Rational Intuitions. | \section* | 2 |
010.png | 5. Order of Evolution. | \section* | 2 |
011.png | 6. Propositions. | \section* | 2 |
012.png | 7. Corollaries. | \section* | 2 |
012.png | II. THOUGHTS. | \chapter* | 0 |
012.png | 1. Definition. | \section* | 2 |
012.png | 2. Processes. | \section* | 2 |
012.png | 3. Products. | \section* | 2 |
013.png | 4. Contents. | \section* | 2 |
013.png | 5. Expression. | \section* | 2 |
013.png | III. SCIENCE. | \chapter* | 0 |
013.png | 1. Definition. | \section* | 2 |
013.png | 2. Classification. | \section* | 2 |
015.png | LOGIC | \part* | -1 |
015.png | I. GENERAL OUTLINE. | \chapter* | 0 |
015.png | 1. Definition. | \section* | 2 |
015.png | 2. Exposition. | \section* | 2 |
015.png | 3. Classification. | \section* | 2 |
017.png | II. CONGRUENCE, CONFLICTION, OPPOSITION. | \chapter* | 0 |
017.png | 1. Definitions. | \section* | 2 |
017.png | 2. Classification. | \section* | 2 |
017.png | 3. Formulas. | \section* | 2 |
018.png | III. FUNDAMENTAL LAWS OF THOUGHT. | \chapter* | 0 |
018.png | 1. The Laws of Identity. | \section* | 2 |
018.png | 2. The Law of Conflictives. | \section* | 2 |
018.png | 3. The Law of Contradictories. | \section* | 2 |
019.png | 4. The Law of Reason and Consequent. | \section* | 2 |
019.png | IV. CONCEPTS. | \chapter* | 0 |
019.png | 1. Definition. | \section* | 2 |
019.png | 2. Etymology. | \section* | 2 |
019.png | 3. Nature of the Elements. | \section* | 2 |
020.png | 4. Formation. | \section* | 2 |
020.png | 5. Relation to Language. | \section* | 2 |
020.png | 6. Characteristics. | \section* | 2 |
021.png | 7. Classification as to Quantity. | \section* | 2 |
021.png | 8. Extension and Comprehension. | \section* | 2 |
023.png | 9. Classification as to Quality. | \section* | 2 |
023.png | 10. Qualities involved in Distinctness. | \section* | 2 |
024.png | 11. Concepts admitting Extensive or Comprehensive | \section* | 2 |
024.png | 12. Specific Rules for attaining Distinctness. | \section* | 2 |
024.png | 13. Sources of Indistinctness. | \section* | 2 |
024.png | 14. Remedy for Indistinctness. | \section* | 2 |
025.png | 15. Classification as to Validity. | \section* | 2 |
025.png | 16. Classification as to Truth. | \section* | 2 |
025.png | 17. Classification as to Congruity. | \section* | 2 |
025.png | 18. Classification as to Completeness. | \section* | 2 |
026.png | 19. Classification as to their Relations in Extension. | \section* | 2 |
027.png | 20. Notation expressing these Relations. | \section* | 2 |
028.png | 21. Summary of the Relations of Extensive Concepts. | \section* | 2 |
029.png | 22. The laws of Classification by Genera and Species. | \section* | 2 |
030.png | 23. Classification as to Relations in Comprehension. | \section* | 2 |
030.png | 1. As to Identity. | \subsection* | 3 |
030.png | 2. As to Congruence. | \subsection* | 3 |
030.png | 3. As to Elements. | \subsection* | 3 |
030.png | 4. As to Proximate Relations. | \subsection* | 3 |
031.png | V. JUDGMENTS. | \chapter* | 0 |
031.png | 1. Definition. | \section* | 2 |
031.png | 2. Expression. | \section* | 2 |
031.png | 3. Elements. | \section* | 2 |
031.png | 4. Concepts and Judgments compared. | \section* | 2 |
032.png | 5. Classification as to Origin. | \section* | 2 |
032.png | 6. Classification as to Validity. | \section* | 2 |
032.png | 7. Classification as to Truth. | \section* | 2 |
032.png | 8. Classification as to Extension and Comprehension. | \section* | 2 |
033.png | 9. Classification as to Form. | \section* | 2 |
033.png | 10. Classification as to Quantity. | \section* | 2 |
033.png | 11. Classification as to Quality. | \section* | 2 |
034.png | 12. Principles of Expression. | \section* | 2 |
034.png | 1. Principles warranting Affirmation. | \subsection* | 3 |
034.png | 2. Principles warranting Negation. | \subsection* | 3 |
034.png | 3. Principle warranting Hypothecation. | \subsection* | 3 |
034.png | 4. Principle warranting Disjunction. | \subsection* | 3 |
035.png | 13. Classification of Categorical Judgments. | \section* | 2 |
035.png | 14. Laws of Validity. | \section* | 2 |
035.png | (1-4 not regarded as sections as not in italics. (?)) | \subsection* | 3 |
036.png | 15. Opposition. | \section* | 2 |
037.png | 16. The Laws of Opposition. | \section* | 2 |
037.png | 17. Distribution of the Concepts of a Judgment. | \section* | 2 |
037.png | 1. Definitions. | \subsection* | 3 |
037.png | 2. Principles. | \subsection* | 3 |
037.png | 3. Consequences. | \subsection* | 3 |
038.png | 4. Remarks. | \subsection* | 3 |
038.png | 18. Conversion. | \section* | 2 |
038.png | 1. Definition. | \subsection* | 3 |
038.png | 2. Kinds. | \subsection* | 3 |
040.png | 19. Classification of Hypothetical Judgments. | \section* | 2 |
042.png | 20. Classification of Disjunctive Judgments. | \section* | 2 |
043.png | 21. Classification of Logical Disjunctives. | \section* | 2 |
043.png | 22. Classification of Dilemmatic Judgments. | \section* | 2 |
044.png | VI. ARGUMENTS. | \chapter* | 0 |
044.png | Definition. | \section* | 2 |
044.png | 1. IMMEDIATE ARGUMENTS. | \chapterpart* | 1 |
044.png | 1. Definition. | \section* | 2 |
044.png | 2. Varieties. | \section* | 2 |
046.png | 2. MEDIATE ARGUMENTS. | \chapterpart* | 1 |
046.png | 1. Definitions. | \section* | 2 |
046.png | 2. Expression. | \section* | 2 |
047.png | 3. Illustration. | \section* | 2 |
049.png | 4. Remarks on Mediate Arguments. | \section* | 2 |
050.png | 5. Categorical Syllogisms in Extension. | \section* | 2 |
052.png | 6. Formal Fallacies. | \section* | 2 |
052.png | 1. Undistributed Middle. | \subsection* | 3 |
055.png | 2. Illicit Process. | \subsection* | 3 |
056.png | 3. Particular Premises. | \subsection* | 3 |
057.png | 4. Negative Premises. | \subsection* | 3 |
058.png | 5. An Affirmative Conclusion and One Negative Premise. | \subsection* | 3 |
058.png | 6. A Negative Conclusion from Affirmative Premises. | \subsection* | 3 |
059.png | 7. A Universal Conclusion and a Particular Premise. | \subsection* | 3 |
059.png | 8. Ambiguous Middle. | \subsection* | 3 |
059.png | 7. Rules. | \section* | 2 |
060.png | 8. General Laws of the Syllogism. | \section* | 2 |
060.png | 9. Figure. | \section* | 2 |
060.png | 1. Definition. | \subsection* | 3 |
061.png | 2. Classification. | \subsection* | 3 |
061.png | 10. Mood. | \section* | 2 |
061.png | 1. Definition. | \subsection* | 3 |
061.png | 2. Remark. | \subsection* | 3 |
062.png | 3. Positive Determination of the Valid Moods. | \subsection* | 3 |
063.png | 4. The Number of Valid Moods. | \subsection* | 3 |
064.png | 5. Negative Determination of the Valid Moods. | \subsection* | 3 |
066.png | 11. Figure I. { } | \section* | 2 |
066.png | 1. Valid Moods in Figure I. | \subsection* | 3 |
067.png | 2. The Doctrine of Figure I. | \subsection* | 3 |
067.png | 3. Aristotle\'s Dictum. | \subsection* | 3 |
067.png | 4. Arguments in Figure I with their Names. | \subsection* | 3 |
068.png | 12. Figure II. | \section* | 2 |
068.png | 1. Valid Moods in Figure II. | \subsection* | 3 |
069.png | 2. The Doctrine of Figure II. | \subsection* | 3 |
069.png | 3. Arguments in Figure II with their Names. | \subsection* | 3 |
070.png | 13. Figure III. { } | \section* | 2 |
070.png | 1. Valid Moods in Figure III. | \subsection* | 3 |
071.png | 2. The Doctrine of Figure III. | \subsection* | 3 |
071.png | 3. Arguments in Figure III with their Names. | \subsection* | 3 |
072.png | 14. Figure IV. { } | \section* | 2 |
072.png | 1. Valid Moods in Figure IV. | \subsection* | 3 |
073.png | 2. The Doctrine of Figure IV. | \subsection* | 3 |
073.png | 3. Arguments in Figure IV with their Names. | \subsection* | 3 |
074.png | 15. Summary of the Names of the Arguments. | \section* | 2 |
074.png | 16. Signification of the Consonants in Fig\'s II, III, IV. | \section* | 2 |
074.png | 1. Consonants denoting Results. | \subsection* | 3 |
074.png | 2. Consonants denoting Transformation. | \subsection* | 3 |
075.png | 17. Direct Reduction. | \section* | 2 |
075.png | 1. Object. | \subsection* | 3 |
075.png | 2. Fig. II to Fig. I. | \subsection* | 3 |
075.png | 3. Fig. III to Fig. I. | \subsection* | 3 |
076.png | 4. Fig. IV to Fig. I. | \subsection* | 3 |
076.png | 18. Indirect Reduction. | \section* | 2 |
076.png | 1. Notation. | \subsection* | 3 |
076.png | 2. Fig. II to Fig. I. | \subsection* | 3 |
076.png | Rule. | \subsubsection* | 4 |
077.png | 3. Fig. III to Fig. I. | \subsection* | 3 |
077.png | Rule. | \subsubsection* | 4 |
079.png | 4. Fig. IV to Fig. I. | \subsection* | 3 |
079.png | Rule. | \subsubsection* | 4 |
080.png | 19. Examples. | \section* | 2 |
082.png | 20. Hypothetical Syllogisms. | \section* | 2 |
082.png | 1. Definition. | \subsection* | 3 |
082.png | 2. Examples. | \subsection* | 3 |
082.png | 3. The Propositions of an Hypothetical Syllogism. | \subsection* | 3 |
083.png | 4. Laws. | \subsection* | 3 |
083.png | 5. Categorical and Hypothetical Syllogisms Compared. | \subsection* | 3 |
084.png | 6. Reduction of Hypothetical Syllogisms to Categorical. | \subsection* | 3 |
084.png | 21. Disjunctive Syllogisms. | \section* | 2 |
084.png | 1. Definition. | \subsection* | 3 |
084.png | 2. Examples. | \subsection* | 3 |
084.png | 3. The Propositions of a Disjunctive Syllogism. | \subsection* | 3 |
085.png | 4. Disjunctive Syllogisms having two Disjunctive Members. | \subsection* | 3 |
085.png | 5. Laws. | \subsection* | 3 |
085.png | 6. Disjunctive Syllogisms having more than two Disjunctive | \subsection* | 3 |
086.png | 7. Laws. | \subsection* | 3 |
086.png | 8. Categorical and Disjunctive Syllogisms Compared. | \subsection* | 3 |
086.png | 22. Dilemmatic Syllogisms. | \section* | 2 |
086.png | 1. Definition. | \subsection* | 3 |
087.png | 2. Forms. | \subsection* | 3 |
087.png | 3. Remark. | \subsection* | 3 |
088.png | 23. Enthymemes. | \section* | 2 |
088.png | 1. Definition. | \subsection* | 3 |
088.png | 2. Etymology. | \subsection* | 3 |
088.png | 3. Examples of Enthymemes. | \subsection* | 3 |
088.png | 24. Prosyllogism and Episyllogism. | \section* | 2 |
088.png | 1. Definitions. | \subsection* | 3 |
089.png | 2. Example. | \subsection* | 3 |
089.png | 25. Sorites. | \section* | 2 |
089.png | 1. Definition. | \subsection* | 3 |
089.png | 2. Forms. | \subsection* | 3 |
090.png | 3. Laws. | \subsection* | 3 |
091.png | 4. Expansion of the Sorites. | \subsection* | 3 |
091.png | 26. The Epichirema. | \section* | 2 |
091.png | 1. Definition. | \subsection* | 3 |
091.png | 2. Etymology. | \subsection* | 3 |
091.png | 3. Examples. | \subsection* | 3 |
092.png | 27. The Unfigured Syllogism. | \section* | 2 |
092.png | 1. Definition. | \subsection* | 3 |
092.png | 2. Examples. | \subsection* | 3 |
092.png | 3. Laws. | \subsection* | 3 |
092.png | 28. The Reductio ad Absurdum. | \section* | 2 |
092.png | 1. Definitions. | \subsection* | 3 |
093.png | 2. Principles. | \subsection* | 3 |
093.png | 3. Application. | \subsection* | 3 |
094.png | 4. Example. | \subsection* | 3 |
095.png | 29. The Exhaustive Method. | \section* | 2 |
095.png | 1. Definition. | \subsection* | 3 |
095.png | 2. Compared with the Reductio ad Absurdum. | \subsection* | 3 |
095.png | 3. Example. | \subsection* | 3 |
096.png | 30. Hamilton\'s Notation, and Classification of | \section* | 2 |
096.png | 1. Notation. | \subsection* | 3 |
096.png | 2. Propositions. | \subsection* | 3 |
097.png | 3. The Converse of | \subsection* | 3 |
097.png | 4. Laws of Validity. | \subsection* | 3 |
098.png | 5. Opposition of Judgments. | \subsection* | 3 |
100.png | 6. Thompson\'s Criticism on (\eta) and (\omega). | \subsection* | 3 |
101.png | 7. Hamilton\'s Reply. | \subsection* | 3 |
102.png | 8. De Morgan\'s Criticism on (\omega). | \subsection* | 3 |
102.png | 9. Hamilton\'s Reply. | \subsection* | 3 |
102.png | 31. Hamilton\'s Scheme of Figured Syllogisms. | \section* | 2 |
102.png | 1. Explanatory Remarks. | \subsection* | 3 |
104.png | 2. Figure I. | \subsection* | 3 |
105.png | 3. Figure II. | \subsection* | 3 |
106.png | 4. Figure III. | \subsection* | 3 |
107.png | 32. Indeterminateness of Language. | \section* | 2 |
108.png | 33. Positive Propositions. | \section* | 2 |
109.png | 34. Positive Syllogisms. | \section* | 2 |
109.png | 1. To prove (C). | \subsection* | 3 |
109.png | 2. To prove (E). | \subsection* | 3 |
109.png | 3. To prove (S). | \subsection* | 3 |
110.png | 4. To prove (I). | \subsection* | 3 |
111.png | 3. INDUCTION. | \chapterpart* | 1 |
111.png | 1. Definition. | \section* | 2 |
111.png | 2. Classification. | \section* | 2 |
111.png | 3. Position of Induction in Logic. | \section* | 2 |
111.png | 4. Logical Induction. | \section* | 2 |
111.png | 1. Definition. | \subsection* | 3 |
111.png | 2. Examples. | \subsection* | 3 |
112.png | 3. Law. | \subsection* | 3 |
112.png | 5. Mathematical Induction. | \section* | 2 |
112.png | 1. Definition. | \subsection* | 3 |
112.png | 2. Example. | \subsection* | 3 |
113.png | 6. Day\'s Theory of Induction. | \section* | 2 |
114.png | 7. Whately\'s Theory of Induction. | \section* | 2 |
114.png | 1. Signification of Induction. | \subsection* | 3 |
115.png | 2. The Inductive Syllogism an Enthymeme with a Suppressed | \subsection* | 3 |
115.png | 3. Necessity of Assuming a Major Premise. | \subsection* | 3 |
116.png | 4. Origin of this Major Premise. | \subsection* | 3 |
116.png | 5. Objections. | \subsection* | 3 |
117.png | 8. Mill\'s Theory of Induction. | \section* | 2 |
117.png | Remarks | \subsection* | 3 |
119.png | 9. True\'s Theory of Induction. | \section* | 2 |
120.png | VII. DOCTRINE OF METHOD. | \chapter* | 0 |
120.png | 1. Definition. | \section* | 2 |
120.png | 1. Definition defined. | \subsection* | 3 |
121.png | 2. Illustration. | \subsection* | 3 |
121.png | 3. Object. | \subsection* | 3 |
121.png | 4. Classification. | \subsection* | 3 |
121.png | 4. Laws. | \subsection* | 3 |
122.png | 5. Examples of Imperfect Definitions. | \subsection* | 3 |
123.png | 2. Division. | \section* | 2 |
123.png | 1. Definition. | \subsection* | 3 |
123.png | 2. Object. | \subsection* | 3 |
124.png | 3. Classification. | \subsection* | 3 |
124.png | 4. The Principle of Division. | \subsection* | 3 |
125.png | 5. Law. | \subsection* | 3 |
125.png | 6. Rules. | \subsection* | 3 |
126.png | 7. Faulty Divisions. | \subsection* | 3 |
126.png | 3. Analysis. | \section* | 2 |
126.png | 1. Definition. | \subsection* | 3 |
126.png | 2. Object. | \subsection* | 3 |
126.png | 3. Rule. | \subsection* | 3 |
127.png | 4. Argumentation. | \section* | 2 |
127.png | 1. Definition. | \subsection* | 3 |
127.png | 2. Results. | \subsection* | 3 |
127.png | 3. Elements. | \subsection* | 3 |
127.png | 4. Conditions. | \subsection* | 3 |
127.png | 5. Classification. | \subsection* | 3 |
129.png | 6. Rules. | \subsection* | 3 |
130.png | VIII. MODIFIED LOGIC. | \chapter* | 0 |
130.png | 1. Truth. | \section* | 2 |
130.png | 1. Definition. | \subsection* | 3 |
130.png | 2. Classification. | \subsection* | 3 |
130.png | 3. Criterion. | \subsection* | 3 |
131.png | 2. Error. | \section* | 2 |
131.png | 1. Definition. | \subsection* | 3 |
131.png | 2. Distinguished from Ignorance and Illusion. | \subsection* | 3 |
131.png | 3. Sources. | \subsection* | 3 |
131.png | 4. Remedies. | \subsection* | 3 |
132.png | 3. Investigation. | \section* | 2 |
132.png | 1. Definition. | \subsection* | 3 |
132.png | 2. Methods. | \subsection* | 3 |
132.png | 1. Experience. | \subsubsection* | 4 |
132.png | 1. Definition. | \subsubsubsection* | 5 |
132.png | 2. Kinds. | \subsubsubsection* | 5 |
132.png | 3. Relation to Knowledge. | \subsubsubsection* | 5 |
132.png | 2. Observation and Experiment. | \subsubsection* | 4 |
132.png | 1. Definition. | \subsubsubsection* | 5 |
133.png | 2. Conditions to be observed. | \subsubsubsection* | 5 |
133.png | 3. Rules for Procedure. | \subsubsubsection* | 5 |
133.png | 4. Remark. | \subsubsubsection* | 5 |
133.png | 3. Hypothesis. | \subsubsection* | 4 |
133.png | 1. Definition. | \subsubsubsection* | 5 |
133.png | 2. Relation to the Phenomena. | \subsubsubsection* | 5 |
134.png | 4. Real Induction. | \subsubsection* | 4 |
134.png | 1. Definition. | \subsubsubsection* | 5 |
134.png | 2. Varieties. | \subsubsubsection* | 5 |
134.png | 3. Conditions. | \subsubsubsection* | 5 |
134.png | 4. Nature of the General Proposition. | \subsubsubsection* | 5 |
135.png | 5. Analogy. | \subsubsection* | 4 |
135.png | 1. Definition. | \subsubsubsection* | 5 |
135.png | 2. Conditions. | \subsubsubsection* | 5 |
135.png | 3. Nature of the Conclusion. | \subsubsubsection* | 5 |
135.png | 4. Example. | \subsubsubsection* | 5 |
135.png | 5. Refutation. | \subsubsubsection* | 5 |
136.png | 6. Illustration. | \subsubsubsection* | 5 |
137.png | 7. Uses of Analogical Argument. | \subsubsubsection* | 5 |
137.png | 8. Induction and Analogy compared. | \subsubsubsection* | 5 |
137.png | 6. Examples of Investigation. | \subsubsection* | 4 |
137.png | 1. Method of Agreement. | \subsubsubsection* | 5 |
138.png | 2. Method of Difference. | \subsubsubsection* | 5 |
138.png | 3. Method of Residues. | \subsubsubsection* | 5 |
138.png | 4. Method of Concomitant Variations. | \subsubsubsection* | 5 |
139.png | IX. FALLACIES. | \chapter* | 0 |
139.png | Definition and Classification. | \section* | 2 |
139.png | 1. Assumptions. | \section* | 2 |
139.png | 1. Definition. | \subsection* | 3 |
139.png | 2. Ground of Invalidity. | \subsection* | 3 |
139.png | 3. Classes. | \subsection* | 3 |
150.png | 2. Sophisms. | \section* | 2 |
150.png | 1. Definition. | \subsection* | 3 |
150.png | 2. Classes. | \subsection* | 3 |
156.png | 3. Aberrancies. | \section* | 2 |
156.png | 1. Definition. | \subsection* | 3 |
156.png | 2. Classes. | \subsection* | 3 |
159.png | 4. Examples of Fallacies. | \section* | 2 |
163.png | ANALYSIS OF CONTENTS. | \part* | -1 |
Other Formatting Information
All left justified paragraphs starting with a number, letter or Greek letter should be formatted as follows :-
- \paragraph{1.} Text begins ...
- \paragraph{1\textit{st.}} Text begins ...
- \paragraph{a.} Text begins ...
- \paragraph{$\alpha.$} Text begins ...
- \paragraph{$\alpha'.$} Text begins ...