kenzo/package.lisp
2015-07-28 19:33:08 -05:00

555 lines
8.0 KiB
Common Lisp

;;;; package.lisp
(defpackage #:cat
(:use #:cl)
(:export KENZO-VERSION
;; kenzo.lisp
*BC*
*BDD*
*CMBN-CONTROL*
*DF-FD*
*DG-GD*
*FH*
*HG*
*HH*
*HOMOLOGY-VERBOSE*
*ID-FG*
*ID-GF-DH-HD*
*LIST-LIST*
*RESULTS-VERBOSE*
*TC*
*TDD*
*TNPR-WITH-DEGREES*
;; abbreviations.lisp
+ABBREVIATIONS+
WHAT-IS
;; algebras.lisp
HOPF
;; bar.lisp
+NULL-ABAR+
ABAR
BAR
BAR-BASIS-LENGTH
BAR-BASIS
BAR-CMPR
BAR-HRZN-DFFR
BAR-INTR-HRZN-DFFR
BAR-INTR-VRTC-DFFR
HMTP-VRTC-BAR-INTR
MRPH-VRTC-BAR-INTR
NCMBN-BAR
VRTC-BAR
;; bicones.lisp
BICN-CMBN-CMBNB
BICN-CMBN-CMBNC
BICN-CMBN-CMBND
BICONE
BICONE-BASIS
BICONE-CMPR
DISPATCH-BICN-CMBN
MAKE-BICN-CMBN
;; cartesian-products.lisp
2ABSM-ACRPR
CRTS-PRDC
CRTS-PRDC-BASIS
CRTS-PRDC-CMPR
CRTS-PRDC-FACE
CRTS-PRDC-FACE*
EXTRACT-COMMON-DGOP
;; chain-complexes.lisp
?2
?3
+TOO-MUCH-TIME+
ALL-OBJECTS
BUILD-CHCM
BUILD-MRPH
CAT-INIT
CHCM
CMBN-?
DO-CONTROL
GNRT-?
HOW-MANY-OBJECTS
K
KD
KD2
MRPH
;; chcm-elementary-op.lisp
ADD
CMPS
IDNT-MRPH
N-MRPH
OPPS
SBTR
Z-CHCM
ZERO-MRPH
;; cl-space-efhm.lisp
CS-HAT-T-U
CS-HAT-U-T
CS-LEFT-HMEQ
CS-LEFT-HMEQ-HAT
CS-LEFT-HMEQ-LEFT-REDUCTION
CS-LEFT-HMEQ-RIGHT-REDUCTION
CS-PRE-LEFT-HMEQ-LEFT-REDUCTION
CS-PRE-LEFT-HMEQ-LEFT-REDUCTION-INTR-F
CS-PRE-LEFT-HMEQ-LEFT-REDUCTION-INTR-G
CS-PRE-LEFT-HMEQ-RIGHT-REDUCTION
CS-PRE-LEFT-HMEQ-RIGHT-REDUCTION-INTR-F
CS-PRE-LEFT-HMEQ-RIGHT-REDUCTION-INTR-G
;; classes.lisp
ABSM
AB-SIMPLICIAL-GROUP
ALLP-LIST
APOWR
BCC
BRGN
BSGN
BSPN
CBGN
CHAIN-COMPLEX
CMBN-CMBN
CMBN-DEGR
CMBN-LIST
DEGR
DGOP
DFFR1
EFHM
F
FACE
G
GBAR
GMSM
H
HOMOTOPY-EQUIVALENCE
IABSM
IDNM
KAN
LOOP-LIST
LRDCT
MAKE-ABAR
MAKE-ALLP
MAKE-CMBN
MAKE-LOOP
MAKE-RESULT
MORPHISM
ORGN
REDUCTION
RRDCT
SIMPLICIAL-GROUP
SINTR
SORC
TCC
TNPR
;; classifying-space.lisp
+NULL-GBAR+
CLASSIFYING-SPACE
CLASSIFYING-SPACE-BASIS
CLASSIFYING-SPACE-CMPR
CLASSIFYING-SPACE-FACE
CLASSIFYING-SPACE-GRIN-SINTR
CLASSIFYING-SPACE-GRML-SINTR
GBAR
NORMALIZE-GBAR
UNNORMALIZE-GBAR
;; cobar.lisp
ALLP
COBAR
COBAR-BASIS
COBAR-BASIS-LENGTH
COBAR-CMPR
COBAR-HRZN-DFFR
COBAR-INTR-HRZN-DFFR
COBAR-INTR-VRTC-DFFR
HMTP-VRTC-COBAR-INTR
MRPH-VRTC-COBAR-INTR
NCMBN-COBAR
VRTC-COBAR
;; combinations.lisp
2CMBN-ADD
2CMBN-SBTR
2N-2CMBN
CHECK-CMBN
CMBN
CMBN-CMBN
CMBN-OPPS
DSTR-ADD-TERM-TO-CMBN
F-CMPR
L-CMPR
MAPLEXICO
N-CMBN
NCMBN-ADD
NTERM-ADD
S-CMPR
ZERO-CMBN
ZERO-INTR-DFFR
;; cones.lisp
CMBN-CON0
CMBN-CON1
CONE
CONE-2CMBN-APPEND
CONE-2MRPH-DIAG
CONE-2MRPH-DIAG-IMPL
CONE-3MRPH-TRIANGLE
CONE-3MRPH-TRIANGLE-IMPL
CONE-BASIS
CONE-CMBN-SPLIT
CONE-CMPR
TERM-CON0
TERM-CON1
TERM-UNCON
;; cs-twisted-products.lisp
SMGR-CRTS-CONTRACTION
SMGR-FIBRATION
SMGR-TNPR-CONTRACTION
;; delta.lisp
DELTA
DELTA-BNDR
DELTA-DGNL
DELTA-FACE
DELTA-INFINITY
DELTA-N-BASIS
DELTAB
DELTAB2
DELTAB2-BNDR
DELTAB2-DGNL
SOFT-DELTA
SOFT-DELTA-BNDR
SOFT-DELTA-CMPR
SOFT-DELTA-DGNL
SOFT-DELTA-FACE
SOFT-DELTA-INFINITY
SOFT-DELTA-N-BASIS
;; disk-pasting.lisp
CHCM-DISK-PASTING
DISK-PASTING
DISK-PASTING-BASIS
DISK-PASTING-CMPR
DISK-PASTING-FACE
DISK-PASTING-INTR-DFFR
HMEQ-DISK-PASTING
MRPH-DISK-PASTING
MRPH-DISK-PASTING-INTR
;; effective-homology.lisp
BUILD-HMEQ
BUILD-RDCT
CHECK-RDCT
CMPS
PRE-CHECK-RDCT
TRIVIAL-HMEQ
TRIVIAL-RDCT
;; eilenberg-zilber.lisp
AW
EML
EZ
INTR-AW
INTR-EML
INTR-PHI
PHI
SHUFFLE-SIGN
;; fibrations.lisp
FIBRATION-TOTAL
;; homology-groups
CHCM-HOMOLOGY
CHCM-HOMOLOGY-GEN
CHCM-MAT
;; k-pi-n.lisp
CIRCLE
INTERESTING-FACES
GMSM-COCYCLE
K-Z
K-Z-1
K-Z-1-CMPR
K-Z-1-FACE
K-Z-1-GRIN
K-Z-1-GRML
K-Z2
K-Z2-1
KZ1-RDCT
KZ1-RDCT-F-INTR
KZ1-RDCT-H-INTR
K-Z-FUNDAMENTAL-CLASS
K-Z2-FUNDAMENTAL-CLASS
Z-ABSM-BAR
Z-BAR-ABSM
Z-FUNDAMENTAL-GMSM
Z2-ABSM-BAR
Z2-BAR-ABSM
Z2-FUNDAMENTAL-GMSM
Z-COCYCLE-GBAR
Z-COCYCLE-GBAR-HEAD
Z2-COCYCLE-GBAR
Z2-COCYCLE-GBAR-HEAD
;; kan.lisp
CHECK-HAT
CHECK-KAN
SMST-KAN
;; loop-spaces.lisp
+NULL-LOOP+
APOWR-FACE4
APOWR-LASTFACE4
APOWR-NILOOP
GDELTAB
LOOP3
LOOP-PRINT
LOOP-SPACE
LOOP-SPACE-CMPR
LOOP-SPACE-FACE
LOOP-SPACE-GRIN-SINTR
LOOP-SPACE-GRML-SINTR
NORMALIZE-LOOP
UNNORMALIZE-LOOP
;; lp-space-efhm.lisp
LS-HAT-T-U
LS-HAT-U-T
LS-LEFT-HMEQ
LS-LEFT-HMEQ-HAT
LS-LEFT-HMEQ-LEFT-REDUCTION
LS-LEFT-HMEQ-LEFT-REDUCTION-G-INTR
LS-LEFT-HMEQ-RIGHT-REDUCTION
LS-PRE-LEFT-HMEQ-LEFT-REDUCTION
LS-PRE-LEFT-HMEQ-LEFT-REDUCTION-H-INTR
LS-PRE-LEFT-HMEQ-LEFT-REDUCTION-INTR-F
LS-PRE-LEFT-HMEQ-RIGHT-REDUCTION
LS-PRE-LEFT-HMEQ-RIGHT-REDUCTION-INTR-F
LS-PRE-LEFT-HMEQ-RIGHT-REDUCTION-INTR-G
;; ls-twisted-products.lisp
ABSM-LOOPABSM
CRTS-CONTRACTION
CRTS-CONTRACTION-INTR
DTAU-D-INTR
POP-FIRST-ABSM
SZCZARBA
TNPR-CONTRACTION
TWISTED-CRTS-PRDC
;; macros.lisp
-1-EXPT-N
?
2-EXP
ABAR-LIST
APRD
BASIS
BCC
BCNB
BCNC
BCND
BINOMIAL-P-Q
BNDR
CFFC
CMBN-NON-ZERO-P
CMBN-ZERO-P
CMPR
COLUMN-MINUS-5
COLUMN-OP-5
COLUMN-SWAP-5
CON0
CON1
CPRD
CRPR
D
F
DFFR
DGNL
GMSM1
GNRT
GNRT-NAME
GRIN
GRML
I-SBTR
KFLL
LF
LG
LINE-MINUS-5
LINE-OP-5
LINE-SWAP-5
MASK
MAKE-GBAR
RBCC
RF
RG
TERM
TERM-CMBN
TCC
WITH-ABSM
;; searching-homology.lisp
ECHCM
HOMOLOGY
;; serre.lisp
BROWN-REDUCTION
FIBRATION-DTAU-D
FIBRATION-DTAU-D-INTR
RIGHT-SERRE-EFHM
;; simplicial-mrphs.lisp
BUILD-SMMR
TW-A-SINTR3
;; simplicial-sets.lisp
1DGNR
1DGOP*DGOP
1DLOP-DGOP
A-CMPR3
A-FACE4
BSPN-P
CHECK-FACES
CHECK-SMST
DGOP*DGOP
DGOP/DGOP
DGOP-EXT-INT
DGOP-INT-EXT
DLOP-EXT-INT
DLOP-INT-EXT
FACE-BNDR
FACE*-BNDR
HYPHENIZE-LIST
INTR-DIAGONAL
NDGNR
NFACE
REMOVE-BIT
SMST
;; smith.lisp
CHCM-MTRX
CHML-CLSS
CHML-CLSS-INTR
COLUMN-MINUS
COLUMN-OP
COLUMN-SWAP
COPY-MTRX
ECHCM-KILL-EPI
ECHCM-KILL-EPI-F-INTR
ECHCM-KILL-EPI-G-INTR
ECHCM-KILL-EPI-H-INTR
GNRT-NAME-BASIS
IDNT-MTRX
KILL-EPI
KILL-EPIS
LEFT-SUBMATRIX
LINE-MINUS
LINE-OP
LINE-SWAP
LIST-SMITH
MINIMAL-REST-1
MINIMAL-REST-2
MINIMAL-TERM
MINIMAL-TERM-TOP-LEFT
MTRX-PRDC
PIVOTT
RANDOM-MATRIX
;; special-smsts.lisp
BUILD-FINITE-SS
FINITE-SS-PRE-TABLE
FINITE-SS-PRE-TABLE-TABLE
FINITE-SS-TABLE
GMSMS-SUBSMST
MOORE
R-PROJ-SPACE
R-PROJ-SPACE-BASIS
SPHERE
SPHERE-FACE
SPHERE-WEDGE
;; suspensions.lisp
SUSPENSION
SUSPENSION-BASIS
SUSPENSION-CMPR
SUSPENSION-FACE
SUSPENSION-INTR
SUSPENSION-INTR-CPRD
SUSPENSION-INTR-DFFR
;; tensor-products.lisp
2CMBN-TNPR
TNSR-PRDC
TNSR-PRDC-BASIS
TNSR-PRDC-CMPR
TNSR-PRDC-INTR
TNSR-PRDC-INTR-DFFR
TNPR-PRINT
;; various.lisp
+EMPTY-LIST+
<A-B<
<A-B>
>A-B<
>A-B>
BINOMIAL-N-P
CLOCK
DONE
SRANDOM
V<A-B>
;; whitehead.lisp
Z-WHITEHEAD
Z-WHITEHEAD-SINTR
Z2-WHITEHEAD
Z2-WHITEHEAD-SINTR
))