Documentation updates.
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@ -10,7 +10,13 @@
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;;; VARIOUS
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;;; VARIOUS
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;;;
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;;;
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(DEFTYPE ANY () t)
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(DEFTYPE ANY ()
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"------------------------------------------------------------------[type-doc]
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ANY
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A derived type that is equivalent to Lisp's system class T, which includes all
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Lisp objects.
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------------------------------------------------------------------------------"
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t)
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;;;
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;;;
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;;; COMBINATIONS
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;;; COMBINATIONS
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@ -19,18 +25,21 @@
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(DEFSTRUCT (CMBN (:print-function cmbn-print))
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(DEFSTRUCT (CMBN (:print-function cmbn-print))
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"------------------------------------------------------------------[type-doc]
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"------------------------------------------------------------------[type-doc]
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CMBN
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CMBN
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A structure with slots DEGR and LIST for the degree and the list of terms of
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Slots: (degr list)
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a combination, of type FIXNUM and LIST, respectively. This is the internal
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A structure with two slots, DEGR and LIST, for the degree and the list of
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representation of combinations.
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terms of a combination, of type FIXNUM and LIST, respectively. This is the
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internal representation of combinations.
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------------------------------------------------------------------------------"
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------------------------------------------------------------------------------"
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(degr -1 :type fixnum)
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(degr -1 :type fixnum)
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(list () :type list))
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(list () :type list))
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#+ccl
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#+ccl
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(DEFMETHOD make-load-form ((c cmbn) &optional env)
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(DEFMETHOD make-load-form ((c cmbn) &optional env)
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(declare (ignore env))
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(declare (ignore env))
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(make-load-form-saving-slots c))
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(make-load-form-saving-slots c))
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;; CFFC = CoeFFiCient
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;; CFFC = CoeFFiCient
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(DEFUN CFFC-P (object)
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(DEFUN CFFC-P (object)
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(declare (type any object))
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(declare (type any object))
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@ -38,20 +47,45 @@ representation of combinations.
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(and (typep object 'fixnum)
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(and (typep object 'fixnum)
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(/= 0 object))))
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(/= 0 object))))
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(DEFTYPE CFFC () '(satisfies cffc-p))
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(DEFTYPE CFFC ()
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"------------------------------------------------------------------[type-doc]
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CFFC
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A derived type to represent the coefficients of terms. In Kenzo, the set of
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coefficients it the set of objects which satisfy the CFFC-P predicate:
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non-zero FIXNUMs.
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------------------------------------------------------------------------------"
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'(satisfies cffc-p))
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;; GNRT = GeNeRaTor
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;; GNRT = GeNeRaTor
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(DEFTYPE GNRT () 'any)
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(DEFTYPE GNRT ()
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"------------------------------------------------------------------[type-doc]
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GNRT
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A type to represent the generators of terms. In Kenzo, the set of
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coefficients it the set of all Lisp objects (T).
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------------------------------------------------------------------------------"
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'any)
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;; CMPR = CoMPaRison
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;; CMPR = CoMPaRison
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(DEFTYPE CMPR ()
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(DEFTYPE CMPR ()
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"CMPR repesents the result of comparison operations."
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"------------------------------------------------------------------[type-doc]
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CMPR
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An enumerated type to represent the results of comparisons.
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------------------------------------------------------------------------------"
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'(member :less :equal :greater))
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'(member :less :equal :greater))
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;; CMPRF = CoMPaRison Function
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;; CMPRF = CoMPaRison Function
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(DEFTYPE CMPRF () 'function)
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(DEFTYPE CMPRF ()
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"------------------------------------------------------------------[type-doc]
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CMPRF
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A derived type to represent comparison functions.
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------------------------------------------------------------------------------"
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'function)
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;; (function (gnrt gnrt) cmpr)
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;; (function (gnrt gnrt) cmpr)
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(DEFUN TERM-P (object)
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(DEFUN TERM-P (object)
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(declare (type any object))
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(declare (type any object))
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(the boolean
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(the boolean
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@ -59,7 +93,15 @@ representation of combinations.
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(typep (car object) 'cffc)
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(typep (car object) 'cffc)
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(typep (cdr object) 'gnrt))))
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(typep (cdr object) 'gnrt))))
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(DEFTYPE TERM () '(satisfies term-p))
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(DEFTYPE TERM ()
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"------------------------------------------------------------------[type-doc]
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TERM
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A derived type to represent terms. In Kenzo, the set of terms it the set of
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objects which satisfy the TERM-P predicate: CONSes whose CAR is of type CFFC
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and whose CDR is of type GNRT.
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------------------------------------------------------------------------------"
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'(satisfies term-p))
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;; ICMBN = Internal-CoMBiNation
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;; ICMBN = Internal-CoMBiNation
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(DEFUN ICMBN-P (object)
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(DEFUN ICMBN-P (object)
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@ -72,23 +114,18 @@ representation of combinations.
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(DEFTYPE ICMBN () '(satisfies icmbn-p))
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(DEFTYPE ICMBN () '(satisfies icmbn-p))
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#|
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;; CMBN = CoMBiNation
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(DEFUN CMBN-P (object)
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(declare (type any object))
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(the boolean
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(and (consp object)
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(eql (car object) :cmbn)
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(consp (cdr object))
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(typep (second object) 'fixnum)
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(typep (cddr object) 'icmbn))))
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(DEFTYPE CMBN () '(satisfies cmbn-p))
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(DEFTYPE BASIS ()
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|#
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"------------------------------------------------------------------[type-doc]
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BASIS
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(DEFTYPE BASIS () '(or function (eql :locally-effective) #+ecl null))
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A derived type to represent the basis of a chain complex. In Kenzo, a basis is
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either a (basis-)generating function or, for not finitely-generated modules,
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the symbol :LOCALLY-EFFECTIVE.
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------------------------------------------------------------------------------"
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'(or function (eql :locally-effective) #+ecl null))
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;; (function (degr) (list gnrt))
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;; (function (degr) (list gnrt))
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;; INTR-MRPH = INTeRnal-MoRPHism
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;; INTR-MRPH = INTeRnal-MoRPHism
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(DEFTYPE INTR-MRPH () '(or function morphism #+(or ccl ecl) null))
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(DEFTYPE INTR-MRPH () '(or function morphism #+(or ccl ecl) null))
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;; (or (function (degr gnrt) cmbn) ;; if :gnrt strategy
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;; (or (function (degr gnrt) cmbn) ;; if :gnrt strategy
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