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ISBN-10: 081764752X

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;Вопросы кибернетики. Выпуск 29. Актуальные проблемы теории информации КНИГИ ;НАУКА и УЧЕБА Название: Вопросы кибернетики. Выпуск 29. Актуальные проблемы теории информации Автор: Сборник. См. содержание Издательство: АН СССР Год издания: 1977 Страниц: one hundred forty Формат: DJVU Размер: 1,84 МБ Качество: Хорошее, six hundred дпи, цветные обложки.Сборник содержит работы участников семинара «Кодирование и передача информации в вычислительных сетях» при Научном совете по комплексной проблеме «Кибернетика» АН СССР. Сборник может быть полезен как специалистам по теории кодирования, так и всем лицам, связанным с разработкой систем обработки и nepeдачи информации.СОДЕРЖАНИЕЛ. Блох, В. В. Зяблов. Обобщенные каскадные кодыИ. М. Бояринов, Г. А. Кабатянский. Один класс арифметических итеративных кодовВ. Д. Колесник, Г. Ш. Полтырев. О сложности декодированияв дискретных постоянных каналахВ. Д. Колесшж, Г. Ш. Полтырев. О сложности декодирования итерационных кодовЛ. Е. Мазур. Класс кодов с мажоритарным декодированиемО. В. Попов, Л. Ф. Жигулин. Об анализе систем передачи дискретных сообщенийс переспросом eighty five

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A. 1 Over- and underbrackets Over- and underbrackets There are no \underbracket and \overbracket commands in the list of accents. They can be defined in the preamble with the following code. 4 em ]} % } \ def \ @under@bracket [#1][#2]#3{ % \ message { Underbracket : #1 ,#2 ,#3} \ mathop {\ vtop {\ m@th \ ialign {##\ crcr $\ hfil \ displaystyle {#3}\ hfil $ % \ crcr \ noalign {\ kern 3\ p@ \ nointerlineskip }\ upbracketfill {#1}{#2} \ crcr \ noalign {\ kern 3\ p@ }}}}\ limits } \ def \ upbracketfill #1#2{$\ m@th \ setbox \ z@ \ hbox {$\ braceld $} \ edef \ @bracketheight {\ the \ ht \ z@ }\ bracketend {#1}{#2} \ leaders \ vrule \ @height #1 \ @depth \ z@ \ hfill \ leaders \ vrule \ @height #1 \ @depth \ z@ \ hfill \ bracketend {#1}{#2}$} \ def \ bracketend #1#2{\ vrule height #2 width #1\ relax } \ makeatother 1.

For more predefined operator names see table 20 on page 91. ltx 2 3 \ newcommand \ foo {\ mathop {\ operator@font foo }\ nolimits } \ makeatother Now you can use \foo in the usual way: 1 \[ \foo_1^2 = x^2 \] foo21 = x2 In this example \foo is defined with \nolimits, means that limits are placed in superscript/subscript mode and not over under. This is still possible with \limits in the definition or the equation: 2 1 \[ \foo\limits_1^2 = x^2 \] foo = x2 1 AMSmath has an own macro for a definition, have a look at section 36 on page 70.

Y = d y = d 1 y = c +d x 1 y = b 2 + cx + d x y = d 1 +d x 1 y = b 2 + cx + d x y = c y = c 1 +d x y = b 1 + cx + d x2 Defining a new environment with a parameter makes things easier, because changes to the length are locally. 1 2 3 4 5 6 \ newenvironment { mathspace }[1]{ % \ setlength {\ jot }{#1} % \ ignorespaces % }{ % \ i g nor e spa cesafterend % } \arraystretch \arraystretch The vertical space between the lines for all math expressions which contain an array environment can be changed with the command \arraystretch, which is predefined as \def\arraystretch{1} Renewing this definition is global to all following math expressions, so it should be used in the same way than \jot.

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Актуальные проблемы теории информации


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