LISP I Programmer's Manual - Software Preservation Group

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educetonxn[m;n] : machine languageThis function uses the function reduce to reduce a squarematrix m to an nxn matrix whose rank is less than that of m.The argument n must be given in floating-point form. This\function has been used in electrical network reduction, seeEdwards, Daniel J., "symbolic Circuit Analysis with the704 Electronic ~alculator", S.B. Thesis, Course VI, M.I.T.,June, 1959.Goldberg, Solomon H., "~olution of an Electrical Networkusing a Digital Computer", S.M. Thesis, Course VI, M.I.T.,August , 1959.
9.5 Alphabetic Index to FunctionsFunctionand ........................................ 114app2 ...................................I... 116app3 ....................................... 116al2pend* ..............................I..... 121apply ..................................... 0115atom .............................I......... 114attrib ..................................... 120bndv ............ . . . . . . . . . 4 . e . . e . e . . e . I . . . * a 140.I18cdr ........................................ *118comdef ... l l . D . . . l . . ~ . . . . 0 0 0 ~ . I ~ * 6 e ~ ~ ' ~ 29 ~ .compab 142car ............................................................................compile .......................................................................130compsrch 138conc ............l....e.O1.................. a1 23cond ....................................... 131cons 118.......................................consw ................................... *..141copy .....I.......*..................*.count ................................... 38cp1 ....................I...........6....... 140#t*e.122defl ..................................... 20define ..................................... 119deflist ............................. *.*I19deflisl .................................... 119
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Artificial Intelli~cnce GroupJ. McC
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Contents1 . Introduction ..........
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2. Recursive Functions of Symbolic
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expression was, defined, the meanin
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Let f be an expression that stands
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There is a twofold reason for depar
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2, eq - 4eq[x;y] is defined if and
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2. sub~t[x;~;z]This function gives
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z;eq[caar[x];z]sub2[x;~];~((u1,vi)
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The S-functLon apply is defined byI
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The list p - could be eliminated, a
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3. LISP PrimerThe features of LISP
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The answer ( ((x A) B) (X A) ) will
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one introducing it into the consequ
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h,~~,pand)Y,SP5a. Rule4>: If j,++h,
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to one of the 10 rules. The formula
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(~111(LAMBDA( ~1 A2 A C) (COND ((NU
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This causes the functions mentioned
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4. The LISP Programming SystemIn th
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Example 3:The following example, on
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In either case, if a machine-langua
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Note that the argument x starts wit
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sion whose first element may be LAM
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5 = (atomic function, arguments): C
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- PROG is a special form described
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When a list beginning with GO is en
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Since the program feature will be u
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and goes ahead after printing out(f
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eturn[fn[a]In terms of the M-type n
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( , SXD, G0011,4),LD&,G0002)( ,C;LA
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push-down(MAPLIST,BSS, 0)( ,SXD,GOO
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Ls.( ,O,U( ,STO,G0015)( , LXD, $FRE
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Running a LISP ProgramIn this secti
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SET :Note:FLX*:CRD*:FIN:This card w
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Sense switches used:SWITCH NUMBERUS
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The Flexowriter Sys tem (for M.1.T.
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indicates carriage returnindicates
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TEN-ModeThere are ten buffers of co
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ErrorsTyping errors may be erased b
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(from the tab type-in) will be proc
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answerTENCAR ((A@) 0- LINE NUMBER M
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6. List StructuresMuch of the follo
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y either the list structure of Fig.
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which is represented asFirst we con
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the location of the association lis
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and the decrement of the TXL instru
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the 2's (8's) complement of an octa
Page 101 and 102: 25207 052567 05257025210 000000 000
Page 103: garbage collector does a linear swe
Page 106 and 107: The function collapse, is defined a
Page 108 and 109: THE TIME IS NOW 2/16 1139.7FUNCTION
Page 110 and 111: DEFINE( ( (RVRSE, (LAMBDA, (L ) JCO
Page 113 and 114: 8. Error Indications Given by LISPB
Page 115 and 116: Errors due to computer inadequacies
Page 117 and 118: Errors during the operation of the
Page 119 and 120: 9. Functions Available in LISPIn th
Page 121 and 122: s[x;y] : machine languageThe value
Page 123 and 124: eval[e;b] - : machine languageThe r
Page 125 and 126: Defining Functions:The argument of
Page 127 and 128: MORE]nconc[x;y]: machine languageTh
Page 129 and 130: evaluated functions. - map is used
Page 131 and 132: -ins t [x;y; z]: machine languageHe
Page 133 and 134: prog[prin2[d~rinl[~];The function p
Page 135 and 136: puncha[x] : machine languageThe fun
Page 137 and 138: 9.2 Special Formsquote : machine la
Page 139 and 140: function[ f ] : machine language; s
Page 141 and 142: desc[cdr[x];cdr[y]-desc[x;y] : mach
Page 143 and 144: eturn[^]intv[x] : machine language;
Page 145 and 146: The program for compsrch has the pr
Page 147 and 148: NIL;T+The value of - cpl is the loc
Page 149 and 150: --- ~reaterlp; q] : machine languag
Page 151: matrixmultiply[x;y] : machine langu
Page 155 and 156: Function Page .mapcon .............
Page 157 and 158: GENERAL INDEXActive register, 96APP
Page 159 and 160: GENERAL INDEXFunctions, 3alphabetic
Page 161 and 162: GENERAL INDEXPropositionalcalculus;
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