Fundraising September 15, 2024 – October 1, 2024
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1
Practical optimization methods: with Mathematica applications
Springer
M. Asghar Bhatti
function
solution
variables
method
minimize
objective
constraints
constraint
matrix
optimum
optimization
subject
vars
values
methods
step
2x2
equations
iteration
feasible
figure
functions
programming
iterations
linear
dual
vector
simplex
gradient
quadratic
search
active
starting
unconstrained
convex
row
optimality
positive
solving
multipliers
determine
nonlinear
option
lagrange
mathematica
solve
rhs
compute
current
hessian
Year:
2000
Language:
english
File:
DJVU, 6.06 MB
Your tags:
0
/
0
english, 2000
2
Programming in Maple: The Basics
Monagan M.
maple
function
polynomial
gcd
degree
variables
proc
digits
input
arguments
compute
error
diff
functions
routine
array
integer
values
computes
matrix
nops
assigned
command
polynomials
output
expand
parameters
global
lists
floating
linked
programming
args
arrays
elif
evalf
fortran
seq
consider
numerical
sequences
statement
argument
coefficients
entries
precision
sqrt
evaluate
formula
map
Language:
english
File:
PDF, 247 KB
Your tags:
0
/
0
english
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