dual number - translation to ολλανδικά
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dual number - translation to ολλανδικά

ALGEBRA OVER A FIELD
Dual numbers; Dual Numbers; Ring of dual numbers

dual number         
even nummer
telephone number         
  • A [[business card]] from [[Richard Nixon]]'s first Congressional campaign in 1946; his telephone number can be seen as "Whittier 42635"
  • Telephone numbers for sale in [[Hong Kong]].
  • 2008 photo shows a hairdressing shop in [[Toronto]] with an exterior sign showing the shop's telephone number in the old two-letters plus five-digits format.
  • Modern [[telephone keypad]] contains "*" and "#"
  • Face of a 1939 rotary dial showing a 2L-4N style alphanumeric telephone number LA-2697.
UNIQUE SEQUENCE OF DIGITS ASSIGNED TO A TELEPHONE SUBSCRIPTION
Telephone numbers; Phone number; Phone numbers; Directory number; Cellphone number; Phone Number; Tel. Nos.; Mobile device number; Mobile telephone number; Mobile directory number; Mobile dialable number; Phone Numbers
telefoonnummer
phone number         
  • A [[business card]] from [[Richard Nixon]]'s first Congressional campaign in 1946; his telephone number can be seen as "Whittier 42635"
  • Telephone numbers for sale in [[Hong Kong]].
  • 2008 photo shows a hairdressing shop in [[Toronto]] with an exterior sign showing the shop's telephone number in the old two-letters plus five-digits format.
  • Modern [[telephone keypad]] contains "*" and "#"
  • Face of a 1939 rotary dial showing a 2L-4N style alphanumeric telephone number LA-2697.
UNIQUE SEQUENCE OF DIGITS ASSIGNED TO A TELEPHONE SUBSCRIPTION
Telephone numbers; Phone number; Phone numbers; Directory number; Cellphone number; Phone Number; Tel. Nos.; Mobile device number; Mobile telephone number; Mobile directory number; Mobile dialable number; Phone Numbers
telefoonnummer

Ορισμός

atomic number
¦ noun Chemistry the number of protons in the nucleus of an atom, which is characteristic of a chemical element and determines its place in the periodic table.

Βικιπαίδεια

Dual number

In algebra, the dual numbers are a hypercomplex number system first introduced in the 19th century. They are expressions of the form a + , where a and b are real numbers, and ε is a symbol taken to satisfy ε 2 = 0 {\displaystyle \varepsilon ^{2}=0} with ε 0 {\displaystyle \varepsilon \neq 0} .

Dual numbers can be added component-wise, and multiplied by the formula

( a + b ε ) ( c + d ε ) = a c + ( a d + b c ) ε , {\displaystyle (a+b\varepsilon )(c+d\varepsilon )=ac+(ad+bc)\varepsilon ,}

which follows from the property ε2 = 0 and the fact that multiplication is a bilinear operation.

The dual numbers form a commutative algebra of dimension two over the reals, and also an Artinian local ring. They are one of the simplest examples of a ring that has nonzero nilpotent elements.