arithmétique modulaire
substantivo comum
Decomposição silábica
arithmétique modulairede arithmétique (« calcul sur les entiers ») et de modulaire (dérivé de module, traduction du latin modulus utilisé par carl friedrich gauss pour désigner le diviseur dans les congruences).
Definições
- arithmétique
Hiperônimos
Traduções
inglês:modular arithmetic'/%3e%3cuse%20xlink:href='%23cn-a'%20width='30'%20height='20'%20transform='matrix(-12.33562%20-20.5871%2020.58684%20-12.33577%20240.3%2048)'/%3e%3cuse%20xlink:href='%23cn-a'%20width='30'%20height='20'%20transform='matrix(-3.38573%20-23.75998%2023.75968%20-3.38578%20288%2095.8)'/%3e%3cuse%20xlink:href='%23cn-a'%20width='30'%20height='20'%20transform='matrix(6.5991%20-23.0749%2023.0746%206.59919%20288%20168)'/%3e%3cuse%20xlink:href='%23cn-a'%20width='30'%20height='20'%20transform='matrix(14.9991%20-18.73557%2018.73533%2014.99929%20240%20216)'/%3e%3c/svg%3e)
chinês:同餘
espanhol:aritmética modular'%20transform='translate(82.1)scale(.94)'%3e%3cpath%20fill='%23fff'%20d='M619.4%20512H-112V0h731.4z'/%3e%3cpath%20fill='%230038b8'%20d='M619.4%20115.2H-112V48h731.4zm0%20350.5H-112v-67.2h731.4zm-483-275%20110.1%20191.6L359%20191.6z'/%3e%3cpath%20fill='%23fff'%20d='m225.8%20317.8%2020.9%2035.5%2021.4-35.3z'/%3e%3cpath%20fill='%230038b8'%20d='M136%20320.6%20246.2%20129l112.4%20190.8z'/%3e%3cpath%20fill='%23fff'%20d='m225.8%20191.6%2020.9-35.5%2021.4%2035.4zM182%20271.1l-21.7%2036%2041-.1-19.3-36zm-21.3-66.5%2041.2.3-19.8%2036.3zm151.2%2067%2020.9%2035.5-41.7-.5zm20.5-67-41.2.3%2019.8%2036.3zm-114.3%200L189.7%20256l28.8%2050.3%2052.8%201.2%2032-51.5-29.6-52z'/%3e%3c/g%3e%3c/svg%3e)
hebraico:חשבון מודולרי
italiano:aritmetica modulare
holandês:modulair rekenen'%20transform='translate(88%20-32)'%3e%3cpath%20fill='%23fff'%20d='M-128%2032h720v480h-720z'/%3e%3ccircle%20cx='523.1'%20cy='344.1'%20r='194.9'%20fill='%23bc002d'%20transform='translate(-168.4%208.6)scale(.76554)'/%3e%3c/g%3e%3c/svg%3e)
japonês:合同式
polonês:arytmetyka modularna
português:aritmética modular
tailandês:เลขคณตมอดลาร
turco:modüler aritmetik