ternary - What are trytes and trits? - Iota Stack Exchange A byte consists of 8 bits trits A trit is a digit in a base 3 number system: either 0, 1 or 2 balanced ternary IOTA does not use normal ternary but balanced ternary computing It has some special properties and uses -, 0 and + as digits trytes A tryte consists of 3 trits It can be in one of 27 states
How is 6 trits equal to 9. 5 bits? - Stack Overflow It's talking about information capacity You can store roughly the same amount of data in 9 5 bits as you can 6 trits because 2 9 5 (724) is approximately 3 6 (729)
binary - Ternary computers: what would the third (unknown) part of a . . . Storing data using trits would be approximately 36% more compact than storing data using bits like we do on today's computers, however ternary arithmetic would be much more complicated so there's no telling whether an ALU using ternary-computing would be faster or slower than binary
Why binary and not ternary computing? - Stack Overflow The binary code 89 d8 in 0 1 bits would stay the same in trits, but you get a lot more opcodes where any one of these 16 trits can be -1 And those are not the same opcode
Testing which trits are set in a binary representation The case of 32 packed trits in a 64-bit integer, for instance, would result in a reduction from 31 divisions down to 5 Once the base-3 encoded number is unpacked, creating the 0-, 1- or 2-mask is straightforward:
Conversion of binary bitstream to and from ternary bitstream? I need to convert arbitary length binary into an exact ternary representation Ideally, given an array of bits char buffer [n], the algorithm would be able to produce a array of trits (analog of bits
Converting streaming data into ternary (base-3) - Stack Overflow Try to pack 11 bits (2048 codes) into 7 trits (2187 codes), you'll get less than 1% of overhead There are several methods First one is straightforward: the lookup table Second is divmod-3 Third is some bit trit mainpulation like below First stage: pack first 9 bits using 3-bit-to-2-trit scheme: abc def ghi jk => mn pq rs jk (mn, pq, rs are trit pairs) bits trits 0ab -> ab 10a -> Za 11a
iri legacy node - Why were 4-byte integers chosen as the best way of . . . To store a number between -128 <= x <= 127 requires one byte In the IRI software, the same number range requires between 1 and 5 trits That is between 4 bytes for 1 trit to 20 bytes for 5 trits In the IRI, each trit array requires 20 times as much memory as just storing it in binary form
Recently Active ternary Questions - Iota Stack Exchange What was the motivation behind making a tryte equal to three trits? Seems counter-intuitive that a byte contains more combinations than a tryte—at least from a semantical perspective
Why are three trits in a tryte? - Iota Stack Exchange What was the motivation behind making a tryte equal to three trits? Seems counter-intuitive that a byte contains more combinations than a tryte—at least from a semantical perspective