4 ($auto_mexpr
'$nusum
"nusum")
5 ($auto_mexpr
'$unsum
"nusum")
6 ($auto_mexpr
'$funcsolve
"nusum")
8 ($auto_mexpr
'$bffac
"bffac")
9 ($auto_mexpr
'$cbffac
"bffac")
10 ($auto_mexpr
'$bfzeta
"bffac")
11 ($auto_mexpr
'$bfpsi
"bffac")
12 ($auto_mexpr
'$bfpsi0
"bffac")
14 (auto-mexpr '$trigrat
'|trigrat|
)
15 ($auto_mexpr
'$gcdex
'|gcdex|
)
16 ($auto_mexpr
'$expandwrt
"simplification/stopex")
17 ($auto_mexpr
'$expandwrt_factored
"simplification/stopex")
18 (declaim (special $expandwrt_denom $expandwrt_nonrat
))
20 ($auto_mexpr
'$facsum
"simplification/facexp")
21 ($auto_mexpr
'$factorfacsum
"simplification/facexp")
22 ($auto_mexpr
'$collectterms
"simplification/facexp")
23 (declaim (special $nextlayerfactor $facsum_combine
))
25 ($auto_mexpr
'$disolate
"simplification/disol")
27 ($auto_mexpr
'$linsimp
"misc/declin")
28 ($auto_mexpr
'$declare_linear_operator
"misc/declin")
30 ($auto_mexpr
'$nonumfactor
"simplification/genut")
31 (meval '((%setup_autoload simp
) "bffac" $bfzeta
))
34 ($auto_mexpr
'$eigenvectors
"eigen.mac")
35 ($auto_mexpr
'$eivects
"eigen.mac")
36 ($auto_mexpr
'$eigenvalues
"eigen.mac")
37 ($auto_mexpr
'$eivals
"eigen.mac")
39 ($auto_mexpr
'$trigsimp
"trgsmp.mac")
40 ($auto_mexpr
'$ode2
"ode2.mac")
41 ($auto_mexpr
'$ic1
"ode2.mac")
42 ($auto_mexpr
'$ic2
"ode2.mac")
43 ($auto_mexpr
'$bc2
"ode2.mac")
44 ($auto_mexpr
'$desimp
"ode2.mac")
45 ($auto_mexpr
'$linear2
"ode2")
48 ($auto_mexpr
'$similaritytransform
"eigen.mac")
49 ($auto_mexpr
'$simtran
"eigen.mac")
92 $resolvante_produit_sym
102 (setf (get v
'autoload
) "sym.mac")
107 '($adjust_external_format
117 $make_string_input_stream
118 $make_string_output_stream
119 $get_output_stream_string
195 $recognized_encoding_p
))
196 (setf (get f
'autoload
) "stringproc"))
207 (setf (get f
'autoload
) "sregex"))
210 (setf (get '$romberg
'autoload
) "romberg")
213 '($assume_external_byte_order
229 (setf (get f
'autoload
) "numericalio"))
240 (setf (get f
'autoload
) "bitwise"))
243 ;; functions from share/linearalgebra
245 '($eigens_by_jacobi
; eigens-by-jacobi.lisp
247 $cholesky
; linalgcholesky.lisp
249 $circulant
; linalg-extra.lisp
258 $blockmatrixp
; linalg-utilities.lisp
264 $require_nonempty_matrix
266 $require_real_symmetric_matrix
267 $require_selfadjoint_matrix
268 $require_square_matrix
269 $require_symmetric_matrix
270 $require_unblockedmatrix
274 $determinant_by_lu
; lu.lisp
282 $matrixexp
; matrixexp.lisp
286 $addmatrices
; mring.lisp
289 (setf (get f
'autoload
) "linearalgebra"))
292 '($column_reduce
; linearalgebra.mac
309 $moore_penrose_pseudoinverse
312 $orthogonal_complement
315 $ptriangularize_with_proviso
316 $request_rational_matrix
322 ($auto_mexpr mexpr
"linearalgebra"))
346 (setf (get f
'autoload
) "orthopoly"))
348 (defprop $unit_step simp-unit-step operators
)
349 (autof 'simp-unit-step
"orthopoly")
351 (defprop $pochhammer simp-pochhammer operators
)
352 (autof 'simp-pochhammer
"orthopoly")
364 (setf (get f
'autoload
) "draw"))
372 (setf (get f
'autoload
) "dynamics"))
381 ($auto_mexpr mexpr
"dynamics"))
383 (setf (get '$scene
'autoload
) "visualization")
385 (defprop $hypergeometric simp-hypergeometric operators
)
386 (autof 'simp-hypergeometric
"hypergeometric")
392 (setf (get f
'autoload
) "tocl"))
397 (setf (get f
'autoload
) "pwilt"))