Numerical Algorithms Group. has written:
'NAG Algol 68 Library Manual, Mark 3'
'NAG FORTRAN mini manual, Mark 8'
'NAG FORTRAN library manual'
'NAg graphical supplement'
'NAG library manual Mark 5'
'NAG Fortran library manual mark 7 (FLM7)'
'Algol 68'
'NAG Fortran library manual mark 11 (FLM11)'
'NAG mini manual, Mark 6'
'NAG FORTRAN mini manual, mark 11'
Jeff Edmonds has written: 'How to think about algorithms' -- subject(s): Study and teaching, Invariants, Algorithms, Loops (Group theory), Recursion theory
C05NBF is a routine developed by Numerical Algorithms Group (NAG) that is used for solving systems of non-linear equations.
It is a transition metal; it does not have a numerical group.
Herbst. has written: 'Autonomous group functioning'
Eugene Schenkman has written: 'Group theory' -- subject(s): Group theory
George Douglas has written: 'The Blackwood Group'
R. Kochendorffer has written: 'Group theory'
FRANCES SPALDING has written: 'BLOOMSBURY GROUP'
Helen Elise Durkin has written: 'The group in depth' -- subject(s): Group psychotherapy, Group Psychotherapy
One billion is written as 1,000,000,000 in numerical form. In words, it is written as "one billion." This is because each group of three zeros in the numerical form corresponds to a specific term such as thousand, million, billion, etc.
The numerical average of a group of numbers is the ratio of the sum of group of numbers to the total amount of numbers. This is also known as the mean.
Scott Simon Fehr has written: 'Introduction to Group Therapy' -- subject(s): Group psychotherapy, Group counseling