equivalent$25696$ - перевод на греческий
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equivalent$25696$ - перевод на греческий

Equivalent matrices; Equivalent matrix

equivalent      
n. ισοτιμία, ισότιμος
equal to         
  • The signature of Santos-Dumont, showing a [[double hyphen]] that looks like an equal sign.
MATHEMATICAL SYMBOL USED TO INDICATE EQUALITY
Equal sign; =; Equality sign; Equal to; ﹦; ⁼; =; Not equals sign; Wavy equals; Not equal sign; Approximate sign; Equal-sign; Equivalence sign; Squiggly equals sign; Wavy equals sign; ≔; ≕; ≖; ≗; ≌; ≞; Equivalent sign; Equal symbol; Equivalent symbol; Equivalence symbol; Equals-sign; Sign of Equality; Different sign; Not equals; Not-equal sign; ASCII 61; \x3D; U+003D; = 🟰
εφάμιλλος
compound interest         
  • The effect of earning 20% annual interest on an initial $1,000 investment at various compounding frequencies
  • 1%}}
WHEN INTEREST IS ADDED TO THE PRINCIPAL OF A DEPOSIT OR LOAN, SO THAT, FROM THAT MOMENT ON, THE INTEREST THAT HAS BEEN ADDED ALSO EARNS INTEREST
Anatocism; Annual Equivalent Rate (or AER) as used in the UK; Continuous compounding; Compounding of interest; Compound Interest; Compound-interest formula; Compounding frequency; Force of interest; Continuously compounded interest; Interest compounded; Instantaneous rate of return; Continuous interest; Continuously compounded interest rate; Periodic compounding; Richard Witt
ανατοκιζόμενο επιτόκιο, ανατοκισμός, επιτόκιο

Определение

dose equivalent
¦ noun an estimate of the biological effect of a dose of ionizing radiation, expressed in sieverts.

Википедия

Matrix equivalence

In linear algebra, two rectangular m-by-n matrices A and B are called equivalent if

B = Q 1 A P {\displaystyle B=Q^{-1}AP}

for some invertible n-by-n matrix P and some invertible m-by-m matrix Q. Equivalent matrices represent the same linear transformation V → W under two different choices of a pair of bases of V and W, with P and Q being the change of basis matrices in V and W respectively.

The notion of equivalence should not be confused with that of similarity, which is only defined for square matrices, and is much more restrictive (similar matrices are certainly equivalent, but equivalent square matrices need not be similar). That notion corresponds to matrices representing the same endomorphism V → V under two different choices of a single basis of V, used both for initial vectors and their images.