NOUN
  • Definition - A Jacobian matrix or its associated operator.
  • Definition - The determinant of such a matrix.
ADJECTIVE
  • Definition - Used to specify certain mathematical objects named in honour of C. G. J. Jacobi.
  • Example - The Jacobian matrix has partial derivatives as its entries.
Words in your word
7 Letter Words
jacobin 18
6 Letter Words
bonaci 10
5 Letter Words
banjo 14 cajon 14 abaci 9 bacon 9 banco 9 cabin 9 cobia 9
4 Letter Words
jiao 11 join 11 banc 8 acai 6 bani 6 cain 6 ciao 6 cion 6 coin 6 coni 6 icon 6 obia 6 anoa 4 naoi 4
3 Letter Words
jab 12 jib 12 job 12 aji 10 jin 10 cab 7 cob 7 aba 5 abo 5 baa 5 ban 5 bin 5 bio 5 boa 5 can 5 con 5 nab 5 nib 5 nob 5 oba 5 obi 5 oca 5 ain 3 ana 3 ani 3 ion 3
2 Letter Words
jo 9 ab 4 ba 4 bi 4 bo 4 aa 2 ai 2 an 2 in 2 na 2 no 2 oi 2 on 2