DECIMAL SEPARATOR and FULL STOP
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Nondecimal Positional Systems
M03_LONG0847_05_AIE_C03.qxd 9/17/07 10:38 AM Page 162 Not for Sale 162 CHAPTER 3 Numeration and Computation 3.2 Nondecimal Positional Systems In the preceding section, we discussed several numeration systems, including the decimal system in common use today. As already mentioned, the decimal system is a positional system based on 10. This is probably so because we have ten fingers and historically, as now, people often counted on their fingers. In the Did You Know box at the end of this section, we will give applications of positional systems that are based on whole numbers other than 10. One very useful application of bases other than ten is as a way to deepen our understanding of number systems, arithmetic in general, and our own decimal system. Although bases other than ten were in the K–5 curriculum in the past, they are not present currently. However, nondecimal positional systems are studied in the “math methods” course that is a part of an elementary education degree and may return to elementary school in the future. We will discuss addition and subtraction in base five in the next section and multiplication in base six in the following one. Base Five Notation For our purposes, perhaps the quickest route to understanding base five notation is to reconsider the abacus of Figure 3.1. This time, however, we allow only 5 beads to be moved forward on each wire. As before, we start with the wire to the students’ right (our left) and move 1 bead forward each time as we count 1, 2, 3, and so on. -
Punjabi Language Characteristics and Role of Thesaurus in Natural
Dharam Veer Sharma et al, / (IJCSIT) International Journal of Computer Science and Information Technologies, Vol. 2 (4) , 2011, 1434-1437 Punjabi Language Characteristics and Role of Thesaurus in Natural Language processing Dharam Veer Sharma1 Aarti2 Department of Computer Science, Punjabi University, Patiala, INDIA Abstract---This paper describes an attempt to explain various 2.2 Characteristics of the Punjabi Language characteristics of Punjabi language. The origin and symbols of Modern Punjabi is a very tonal language, making use of Punjabi language are presents in this paper. Various relations various tones to differentiate words that would otherwise be exist in thesaurus and role of thesaurus in natural language identical. Three primary tones can be identified: high-rising- processing also has been elaborated in this paper. falling, mid-rising-falling, and low rising. Following are characteristics of Punjabi language [3] [4]. Keywords---Thesaurus, Punjabi, characteristics, relations 2.2.1 Morphological characteristics Morphologically, Punjabi is an agglutinative language. That 1. INTRODUCTION is to say, grammatical information is encoded by way of A thesaurus links semantically related words and helps in the affixation (largely suffixation), rather than via independent selection of most appropriate words for given contexts [1]. A freestanding morphemes. Punjabi nouns inflect for number thesaurus contains synonyms (words which have basically the (singular, plural), gender (masculine, feminine), and same meaning) and as such is an important tool for many declension class (absolute, oblique). The absolute form of a applications in NLP too. The purpose is twofold: For writers, noun is its default or uninflected form. This form is used as it is a tool - one with words grouped and classified to help the object of the verb, typically when inanimate, as well as in select the best word to convey a specific nuance of meaning, measure or temporal (point of time) constructions. -
13054-Duodecimal.Pdf
Universal Multiple-Octet Coded Character Set International Organization for Standardization Organisation Internationale de Normalisation Международная организация по стандартизации Doc Type: Working Group Document Title: Proposal to encode Duodecimal Digit Forms in the UCS Author: Karl Pentzlin Status: Individual Contribution Action: For consideration by JTC1/SC2/WG2 and UTC Date: 2013-03-30 1. Introduction The duodecimal system (also called dozenal) is a positional numbering system using 12 as its base, similar to the well-known decimal (base 10) and hexadecimal (base 16) systems. Thus, it needs 12 digits, instead of ten digits like the decimal system. It is used by teachers to explain the decimal system by comparing it to an alternative, by hobbyists (see e.g. fig. 1), and by propagators who claim it being superior to the decimal system (mostly because thirds can be expressed by a finite number of digits in a "duodecimal point" presentation). • Besides mathematical and hobbyist publications, the duodecimal system has appeared as subject in the press (see e.g. [Bellos 2012] in the English newspaper "The Guardian" from 2012-12-12, where the lack of types to represent these digits correctly is explicitly stated). Such examples emphasize the need of the encoding of the digit forms proposed here. While it is common practice to represent the extra six digits needed for the hexadecimal system by the uppercase Latin capital letters A,B.C,D,E,F, there is no such established convention regarding the duodecimal system. Some proponents use the Latin letters T and E as the first letters of the English names of "ten" and "eleven" (which obviously is directly perceivable only for English speakers). -
Zero Displacement Ternary Number System: the Most Economical Way of Representing Numbers
Revista de Ciências da Computação, Volume III, Ano III, 2008, nº3 Zero Displacement Ternary Number System: the most economical way of representing numbers Fernando Guilherme Silvano Lobo Pimentel , Bank of Portugal, Email: [email protected] Abstract This paper concerns the efficiency of number systems. Following the identification of the most economical conventional integer number system, from a solid criteria, an improvement to such system’s representation economy is proposed which combines the representation efficiency of positional number systems without 0 with the possibility of representing the number 0. A modification to base 3 without 0 makes it possible to obtain a new number system which, according to the identified optimization criteria, becomes the most economic among all integer ones. Key Words: Positional Number Systems, Efficiency, Zero Resumo Este artigo aborda a questão da eficiência de sistemas de números. Partindo da identificação da mais económica base inteira de números de acordo com um critério preestabelecido, propõe-se um melhoramento à economia de representação nessa mesma base através da combinação da eficiência de representação de sistemas de números posicionais sem o zero com a possibilidade de representar o número zero. Uma modificação à base 3 sem zero permite a obtenção de um novo sistema de números que, de acordo com o critério de optimização identificado, é o sistema de representação mais económico entre os sistemas de números inteiros. Palavras-Chave: Sistemas de Números Posicionais, Eficiência, Zero 1 Introduction Counting systems are an indispensable tool in Computing Science. For reasons that are both technological and user friendliness, the performance of information processing depends heavily on the adopted numbering system. -
Learning Language Pack Availability Company
ADMINISTRATION GUIDE | PUBLIC Document Version: Q4 2019 – 2019-11-08 Learning Language Pack Availability company. All rights reserved. All rights company. affiliate THE BEST RUN 2019 SAP SE or an SAP SE or an SAP SAP 2019 © Content 1 What's New for Learning Language Pack Availability....................................3 2 Introduction to Learning Language Support...........................................4 3 Adding a New Locale in SAP SuccessFactors Learning...................................5 3.1 Locales in SAP SuccessFactors Learning................................................6 3.2 SAP SuccessFactors Learning Locales Summary..........................................6 3.3 Activating Learning Currencies...................................................... 7 3.4 Setting Users' Learning Locale Preferences..............................................8 3.5 SAP SuccessFactors Learning Time and Number Patterns in Locales........................... 9 Editing Hints to Help SAP SuccessFactors Learning Users with Date, Time, and Number Patterns ......................................................................... 10 Adding Learning Number Format Patterns........................................... 11 Adding Learning Date Format Patterns..............................................12 3.6 Updating Language Packs.........................................................13 3.7 Editing User Interface Labels - Best Practice............................................ 14 4 SAP SuccessFactors LearningLearner Languages......................................15 -
Punctuation Guide
Punctuation guide 1. The uses of punctuation Punctuation is an art, not a science, and a sentence can often be punctuated correctly in more than one way. It may also vary according to style: formal academic prose, for instance, might make more use of colons, semicolons, and brackets and less of full stops, commas, and dashes than conversational or journalistic prose. But there are some conventions you will need to follow if you are to write clear and elegant English. In earlier periods of English, punctuation was often used rhetorically—that is, to represent the rhythms of the speaking voice. The main function of modern English punctuation, however, is logical: it is used to make clear the grammatical structure of the sentence, linking or separating groups of ideas and distinguishing what is important in the sentence from what is subordinate. It can also be used to break up a long sentence into more manageable units, but this may only be done where a logical break occurs; Jane Austen's sentence ‗No one who had ever seen Catherine Morland in her infancy, would ever have supposed her born to be a heroine‘ would now lose its comma, since there is no logical break between subject and verb (compare: ‗No one would have supposed …‘). 2. The main stops and their functions The full stop, exclamation mark, and question mark are used to mark off separate sentences. Within the sentence, the colon (:) and semicolon (;) are stronger marks of division than the comma, brackets, and the dash. Properly used, the stops can be a very effective method of marking off the divisions and subdivisions of your argument; misused, they can make it barely intelligible, as in this example: ‗Donne starts the poem by poking fun at the Petrarchan convention; the belief that one's mistress's scorn could make one physically ill, he carries this one step further…‘. -
19. Punctuation
punctuation 19. Punctuation Punctuation is important because it helps achieve clarity and readability . ’ Apostrophes Use • before the “s” in singular possessives: The prime minister’s suggestion was considered. • after the “s” in plural possessives: The ministers’ decision was unanimous. Do not use • in plural dates and abbreviations: 1930s, NGOs • in the possessive pronoun “its”: The government characterised its budget as prudent. See also: Capitalisation, pp. 66-68. : Colons Use • to lead into a list, an explanation or elaboration, an indented quotation • to mark the break between a title and subtitle: Social Sciences for a Digital World: Building Infrastructure for the Future (book) Trends in transport to 2050: A macroscopic view (chapter) Do not use • more than once in a given sentence • a space before colons and semicolons. 90 oecd style guide - third edition @oecd 2015 punctuation , Commas Use • to separate items in most lists (except as indicated under semicolons) • to set off a non-restrictive relative clause or other element that is not part of the main sentence: Mr Smith, the first chairperson of the committee, recommended a fully independent watchdog. • commas in pairs; be sure not to forget the second one • before a conjunction introducing an independent clause: It is one thing to know a gene’s chemical structure, but it is quite another to understand its actual function. • between adjectives if each modifies the noun alone and if you could insert the word “and”: The committee recommended swift, extensive changes. Do not use • after “i.e.” or “e.g.” • before parentheses • preceding and following en-dashes • before “and”, at the end of a sequence of items, unless one of the items includes another “and”: The doctor suggested an aspirin, half a grapefruit and a cup of broth. -
1 Issues with the Decimal Separator in Compound Creator (CC) We Have DWSIM 4.0 Installed in the Computer Classrooms, S
1 Issues with the decimal separator in Compound Creator (CC) We have DWSIM 4.0 installed in the computer classrooms, since we do the installation once in a semester (starting in February), so we haven’t updated the software in the classroom (though I have 4.3 in my desktop). With version 4.0, a team of students “created “ succinic acid with CC. They used the comma as decimal separator in Windows and in DWSIM, including CC. They used the experimental boiling point of succinic acid (they introduced 508,15 K, probably unnecessary decimal figures). However, when they added the database and created a stream of pure succinic acid, the model gave an error, failing to calculate the VLE in the stream (NRTL Nested Loops). When we edited de CC file, the boiling point in the General properties tab was shown as 5015: The comma had disappeared. And this seemed to be the source of the error. We fixed it by defining the dot as decimal separator in Windows and introducing 508.15 K in CC. Then it worked. I tried to reproduce the error some days later in DWSIM 4.3, but all worked perfectly: comma in Windows and comma in DWSIM including CC. Just an example of how the use of comma or dot can be a bit confusing for the user. Also, it seems that Compound Creator in DWSIM 4.3 allows to use the comma as decimal separator. I attach a PDF with the details of “everything apparently OK” with the comma in CC in 4.3. -
A Ternary Arithmetic and Logic
Proceedings of the World Congress on Engineering 2010 Vol I WCE 2010, June 30 - July 2, 2010, London, U.K. A Ternary Arithmetic and Logic Ion Profeanu which supports radical ontological dualism between the two Abstract—This paper is only a chapter, not very detailed, of eternal principles, Good and Evil, which oppose each other a larger work aimed at developing a theoretical tool to in the course of history, in an endless confrontation. A key investigate first electromagnetic fields but not only that, (an element of Manichean doctrine is the non-omnipotence of imaginative researcher might use the same tool in very unusual the power of God, denying the infinite perfection of divinity areas of research) with the stated aim of providing a new perspective in understanding older or recent research in "free that has they say a dual nature, consisting of two equal but energy". I read somewhere that devices which generate "free opposite sides (Good-Bad). I confess that this kind of energy" works by laws and principles that can not be explained dualism, which I think is harmful, made me to seek another within the framework of classical physics, and that is why they numeral system and another logic by means of which I will are kept far away from public eye. So in the absence of an praise and bring honor owed to God's name; and because adequate theory to explain these phenomena, these devices can God is One Being in three personal dimensions (the Father, not reach the design tables of some plants in order to produce them in greater number. -
Decimal Sign in Sigmaplot
Decimal sign in SigmaPlot Data in the SigmaPlot worksheet can be text, numbers, or dates. Text is left-justified in the cell, numbers are right-justified. SigmaPlot works with decimal point or decimal comma, depending on the settings in Windows Control Panel > Regional and Language Options. Once a file has been imported, SigmaPlot “knows” the data format and displays it correctly. For importing however, the decimal sign format of the text file and of SigmaPlot must match. If they do not, there are two options: a) Set SigmaPlot to the settings which match those of the import file: close SigmaPlot, change the decimal settings in Windows, reopen SigmaPlot. b) Change the decimal sign in the text file to be imported. - You can do this in Notepad or any other editor (select all, replace). - Or you use one of the small utilities we have on our website (see below: 3. Utilities for decimal sign conversion). Background: SigmaPlot reads and applies the settings for decimal and list separators each time when it starts. There are two valid combinations: "point decimal" and "comma decimal". Either decimal separator = point list separator = comma or decimal separator = comma list separator = semicolon In Windows 2000, you find it under Control Panel > Regional Settings > Numbers. In Windows XP, you find it under Control Panel > Regional and Language Options > Regional Options > Customize > Numbers. In Windows 7, you find it under Control Panel > Region and Language > Formats > Additional settings > Numbers. This affects typing data into the worksheet, importing from text files, transforms language, and fit equation syntax. . -
Appendix a Punctuation Made Easy
374 Appendix A Punctuation Made Easy Full Stop The strongest punctuation mark of all. Should be used: 1. At the end of a complete sentence (not a question or an exclamation). 2. At the end of an imperative sentence. (,Shut the door.') 3. After all initials and some abbreviations (N. R. Baines, etc., Feb., n.a., c.i.f.). 4. Between pounds and pence expressed in figures (£3.65). Comma The weakest pause mark, but the most important, since its omission can sometimes change the meaning of the sentence. Don't pepper your sentences with commas - use the meaning of the sentence as a guide. Never separate subject from verb by a comma. Never separate verb from object or predicate by a comma. Should be used: 1. To separate words or word groups in a series when there are at least three units: 'Sales are increasing, productivity is increasing, and profits are increasing.' 2. To separate a subordinate clause which precedes a main clause: 'Although we are not yet sure of the position, work will continue.' 3. To separate a relative clause whose removal would not change the basic sense of the sentence: 'This product, which is one of our traditional lines, is not expensive.' Compare: 'The product that you have selected is not expensive.' 4. To separate a phrase or word of explanation from the rest of the sentence: 'London, the swinging city, stands beside the Thames.' Note: the rule here is the same as for relative clauses, so: 'He read the article, "Management Training into the 1990s", before tackling the report.' 5. -
Chapter 6 MISCELLANEOUS NUMBER BASES. the QUINARY
The Number Concept: Its Origin and Development By Levi Leonard Conant Ph. D. Chapter 6 MISCELLANEOUS NUMBER BASES. THE QUINARY SYSTEM. The origin of the quinary mode of counting has been discussed with some fulness in a preceding chapter, and upon that question but little more need be said. It is the first of the natural systems. When the savage has finished his count of the fingers of a single hand, he has reached this natural number base. At this point he ceases to use simple numbers, and begins the process of compounding. By some one of the numerous methods illustrated in earlier chapters, he passes from 5 to 10, using here the fingers of his second hand. He now has two fives; and, just as we say “twenty,” i.e. two tens, he says “two hands,” “the second hand finished,” “all the fingers,” “the fingers of both hands,” “all the fingers come to an end,” or, much more rarely, “one man.” That is, he is, in one of the many ways at his command, saying “two fives.” At 15 he has “three hands” or “one foot”; and at 20 he pauses with “four hands,” “hands and feet,” “both feet,” “all the fingers of hands and feet,” “hands and feet finished,” or, more probably, “one man.” All these modes of expression are strictly natural, and all have been found in the number scales which were, and in many cases still are, in daily use among the uncivilized races of mankind. In its structure the quinary is the simplest, the most primitive, of the natural systems.