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Home > General > Komputerowe Reprezentacje Danych: Dwojkowy System Liczbowy, Bit, Kod Graya, Arytmetyka Modularna, Du E Liczby CA Kowite, Przedrostek Dwojkowy, Liczba Zmiennoprzecinkowa, Kod Uzupe Ni(Polish)
Komputerowe Reprezentacje Danych: Dwojkowy System Liczbowy, Bit, Kod Graya, Arytmetyka Modularna, Du E Liczby CA Kowite, Przedrostek Dwojkowy, Liczba Zmiennoprzecinkowa, Kod Uzupe Ni(Polish)

Komputerowe Reprezentacje Danych: Dwojkowy System Liczbowy, Bit, Kod Graya, Arytmetyka Modularna, Du E Liczby CA Kowite, Przedrostek Dwojkowy, Liczba Zmiennoprzecinkowa, Kod Uzupe Ni(Polish)

          
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About the Book

rod o: Wikipedia. Strony: 35. Rozdzia y: Dwojkowy system liczbowy, Bit, Kod Graya, Arytmetyka modularna, Du e liczby ca kowite, Przedrostek dwojkowy, Liczba zmiennoprzecinkowa, Kod uzupe nie do dwoch, Sko ny system dwojkowy, Bajt, Kod Hamminga, Typ sta opozycyjny, Kod sta opozycyjny, Architektura 36-bitowa, Kolejno bajtow, Kod BCD, Utrata cyfr znacz cych, S owo maszynowe, Terabajt, Kilobajt, Architektura 32-bitowa, Megabit, Architektura 64-bitowa, 0, Petabajt, Gigabajt, Jednostka informacji, Kod uzupe nie do jedno ci, Megabajt, Maska bitowa, System Fibonacciego, End-of-line, Arytmetyka nasyceniowa, Kod z przesuni ciem, Architektura 8-bitowa, Zettabajt, Kilos owo, Eksabajt, Kilobit, Oktet, Architektura 16-bitowa, Najbardziej znacz cy bit, Kod znak-modu, Najmniej znacz cy bit, Gigabit, Scrambler, Architektura 24-bitowa, Algorytm sumacyjny Kahana, Architektura 18-bitowa, Jottabajt, Po bajt, Architektura 4-bitowa, Kod alfanumeryczny, Architektura 12-bitowa, Trit, Kod doskona y, Bit znaku, Zettabit, Petabit, Kod uzupe nieniowy, Jottabit, Terabit, Eksabit, EOF. Fragment: Arytmetyka modularna, arytmetyka reszt - w matematyce system liczb ca kowitych, w ktorym liczby zawijaj si " po osi gni ciu pewnej warto ci nazywanej modu em, cz sto okre lanej terminem modulo (skracane mod). Pierwszy pe ny wyk ad arytmetyki reszt przedstawi Carl Friedrich Gauss w Disquisitiones Arithmeticae ( Badania arytmetyczne," 1801). Arytmetyka modularna pojawia si wsz dzie tam, gdzie wyst puje powtarzalno i cykliczno; dotyczy ona samego mierzenia czasu i jako taka jest podstaw dzia ania kalendarza (zob. dalej). Ponadto korzysta si z niej w teorii liczb, teorii grup, kryptografii, informatyce, przy tworzeniu sum kontrolnych, a nawet przy tworzeniu wzorow Zasada dzia ania szyfru RSA oraz test Rabina-Millera opieraj si na w asno ciach mno enia w arytmetyce modularnej liczb ca kowitych o module wyra aj cym si du liczb pierwsz . Wyraz modulo w argonie jest u ywany jako z dok...

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Product Details
  • ISBN-13: 9781232647805
  • Publisher: Books LLC, Wiki Series
  • Publisher Imprint: Books LLC, Wiki Series
  • Height: 246 mm
  • No of Pages: 36
  • Series Title: Polish
  • Sub Title: Dwojkowy System Liczbowy, Bit, Kod Graya, Arytmetyka Modularna, Du E Liczby CA Kowite, Przedrostek Dwojkowy, Liczba Zmiennoprzecinkowa, Kod Uzupe Ni
  • Width: 189 mm
  • ISBN-10: 1232647802
  • Publisher Date: 03 Mar 2012
  • Binding: Paperback
  • Language: Polish
  • Returnable: N
  • Spine Width: 2 mm
  • Weight: 82 gr

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Komputerowe Reprezentacje Danych: Dwojkowy System Liczbowy, Bit, Kod Graya, Arytmetyka Modularna, Du E Liczby CA Kowite, Przedrostek Dwojkowy, Liczba Zmiennoprzecinkowa, Kod Uzupe Ni(Polish)
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Komputerowe Reprezentacje Danych: Dwojkowy System Liczbowy, Bit, Kod Graya, Arytmetyka Modularna, Du E Liczby CA Kowite, Przedrostek Dwojkowy, Liczba Zmiennoprzecinkowa, Kod Uzupe Ni(Polish)
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Komputerowe Reprezentacje Danych: Dwojkowy System Liczbowy, Bit, Kod Graya, Arytmetyka Modularna, Du E Liczby CA Kowite, Przedrostek Dwojkowy, Liczba Zmiennoprzecinkowa, Kod Uzupe Ni(Polish)

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