modulo arithmetic การใช้

• Thus, again, we do subtraction by adding under modulo arithmetic.
• Use this to explain modulo arithmetic.
• Things are a bit more complicated when the map crosses + /-180 longitude, and some sort of " modulo arithmetic " is required.
• The theory behind them is relatively easy to understand, and they are easily implemented and fast, especially on computer hardware which can provide modulo arithmetic by storage-bit truncation.
• Note that in modulo arithmetic, a can be chosen to have a multiplicative inverse a ^ {-1 } by which H can be multiplied to get the result of the division without actually performing a division.
• :: : 80.98.245.172-- The clock uses modulo 12 arithmetic ( see modulo arithmetic ), except where " 0 " would occur as the name of an hour " 12 " is used instead.
• The previous question elicited a link Wolstenholme _ prime # Definition via harmonic numbers that seems to use the concept of modulo arithmetic applied to rational numbers without defining the concept or providing a suitable link to clarify this ( the cited reference Zhao ( 2007 ) is opaque to me in this regard ).
• Basically ( psuedocode ) two . modpow ( n, ( n + 1 ) ^ 2 ) = = 1, assuming I understand the problem correctly-it has been a long time since I have actually done anything with modulo arithmetic . talk ) 12 : 39, 10 December 2012 ( UTC)
• Note that these limitations are not due to geohashing, and not due to latitude-longitude coordinates, but due to the difficulty of mapping coordinates on a sphere ( non linear and with wrapping of values, similar to modulo arithmetic ) to two dimensional coordinates and the difficulty of exploring a two dimensional space uniformly.
• :The Julian calendar came into force in 45 BC, just in time to fix the date of Julius Caesar's murder as March 15, 44 BC . To find the day of the week for that date, you would have to treat 44 BC as  " 43 ( making sure you don't compute remainders of negative numbers for modulo arithmetic ).