RNS:
--->RNS[Residue Number System]represents a large integer using a set of small integers,so that computation is performed more efficiently.
--->It relies on the Chinese remainder theorem of modular arithmetic.
--->A mathematical idea from (SUN-TSU-SUAN-CHING) in the 4th century AD.
--->A residue number is a set of N integer constants.
--->(m1,m2,m3,.....mn)are refered to as moduli.
--->The residue number system usually uses positional bases that are relatively prime to each other.
--->RNS used in computer applications such as Digital signal processing,fault tolerant application,Cryptography
FOR MORE REFERENCE CLICK HERE
--->RNS[Residue Number System]represents a large integer using a set of small integers,so that computation is performed more efficiently.
--->It relies on the Chinese remainder theorem of modular arithmetic.
--->A mathematical idea from (SUN-TSU-SUAN-CHING) in the 4th century AD.
--->A residue number is a set of N integer constants.
--->(m1,m2,m3,.....mn)are refered to as moduli.
--->The residue number system usually uses positional bases that are relatively prime to each other.
--->RNS used in computer applications such as Digital signal processing,fault tolerant application,Cryptography
FOR MORE REFERENCE CLICK HERE
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