Here I present: Abraham Nemeth (1918-2013), “Nemeth Code for Braille’ Mathematics”, 1956. CONTINUED.
INTRODUCTION.
Abraham Nemeth, Nemeth Code of Braille’ Mathematics, 1956 is a book of twenty-seven (27) chapters. The twenty-seven (27) chapters are listed BELOW. In my opinion that value of the book is extended by the usage of the Taylor mathematical slate. The Taylor mathematical slate (shown ABOVE) allows you do anything whether sighted or blind.
| 1.. | Choice of Notations Standard Braille’ or Nemeth Code. |
| 2.. | The Representation of Numbers. |
| 3.. | Abbreviations. |
| 4.. | Signs of Operations used in Arithmetic. |
| 5.. | Symbols of Comparison Used in Arithmetic. |
| 6.. | Representation of Fractions. |
| 7.. | Representation of Radicals. |
| 8.. | Pi. |
| 9.. | Representation of Letters. |
| 10.. | Signs of Operations used in Algebra and Advanced Mathematics. |
| 11.. | Symbols of Grouping Necessary in Writing Algebra. |
| 12.. | Symbols of Comparison Used in Algebra and Advanced Mathematics. |
| 13.. | Representation of Other Mathematical Signs used in Algebra. |
| 14.. | Representation of Exponents. |
| 15.. | Representation of Subscripts. |
| 16.. | Specific Application of Superscripts & Subscripts. |
| 17.. | Symbols and Abbreviations used in Geometry. |
| 18.. | Symbols of Grouping Necessary for Writing Advanced Branches of Mathematics. |
| 19.. | Other Mathematical Symbols Necessary for Advanced Mathematics. |
| 20.. | The Representation of Functions having Special Names. |
| 21.. | The Division of Mathematical Expression. |
| 22.. | Illustrative Examples in Arithmetic. |
| 23.. | Illustrative Examples in Algebra. |
| 24.. | Illustrative Examples in Geometry. |
| 25.. | Illustrative Examples in Trigonometry. |
| 26.. | Problem in Analytical Geometry. |
| 27.. | Problem in Calculus. |
