This is maxima.info, produced by makeinfo version 4.0 from maxima.texi. This is a Texinfo Maxima Manual Copyright 1994,2001 William F. Schelter START-INFO-DIR-ENTRY * Maxima: (maxima). A computer algebra system. END-INFO-DIR-ENTRY  File: maxima.info, Node: Function and Variable Index, Prev: Debugging, Up: Top Indices ******* Function and Variable Index *************************** * Menu: * : Introduction to Special Functions. * ": Definitions for Matrices and Linear Algebra. * "!!": Definitions for Operators. * "!": Definitions for Operators. * "#": Definitions for Operators. * "'": Introduction to Command Line. * "''": Introduction to Command Line. * ".": Definitions for Operators. * ":": Definitions for Operators. * "::": Definitions for Operators. * "::=": Definitions for Operators. * ":=": Definitions for Operators. * "=": Definitions for Operators. * "?": Definitions for Input and Output. * %: Definitions for Input and Output. * %%: Definitions for Input and Output. * %EDISPFLAG: Definitions for Input and Output. * %RNUM_LIST: Definitions for Equations. * %TH <1>: Definitions for Input and Output. * %TH: Introduction to Command Line. * ?ROUND: Definitions for Floating Point. * ?TRUNCATE: Definitions for Floating Point. * [: Introduction to Special Functions. * ABSBOXCHAR: Definitions for Input and Output. * ACOS: Definitions for Trigonometric. * ACOSH: Definitions for Trigonometric. * ACOT: Definitions for Trigonometric. * ACOTH: Definitions for Trigonometric. * ACSC: Definitions for Trigonometric. * ACSCH: Definitions for Trigonometric. * ACTIVATE: Definitions for Contexts. * ACTIVECONTEXTS: Definitions for Contexts. * ADDCOL: Definitions for Matrices and Linear Algebra. * ADDITIVE: Definitions for Operators. * ADDROW: Definitions for Matrices and Linear Algebra. * ADJOINT: Definitions for Matrices and Linear Algebra. * AIRY: Definitions for Special Functions. * ALARMCLOCK: Definitions for Runtime Environment. * ALGEBRAIC: Definitions for Polynomials. * ALGEPSILON: Definitions for Floating Point. * ALGEXACT: Definitions for Equations. * ALGSYS: Definitions for Equations. * ALIAS: Definitions for Command Line. * ALIASES: Definitions for Miscellaneous Options. * ALL_DOTSIMP_DENOMS: Definitions for Affine. * ALLBUT: Definitions for Operators. * ALLOC: Definitions for Runtime Environment. * ALLROOTS: Definitions for Equations. * ALLSYM: Definitions for Miscellaneous Options. * ALPHABETIC: Definitions for Miscellaneous Options. * ANTID: Definitions for Differentiation. * ANTIDIFF: Definitions for Differentiation. * ANTISYMMETRIC: Definitions for Operators. * APPEND: Definitions for Lists. * APPENDFILE: Definitions for Input and Output. * APPLY: Definitions for Function Definition. * APPLY1: Definitions for Rules and Patterns. * APPLY2: Definitions for Rules and Patterns. * APPLY_NOUNS: Definitions for Simplification. * APPLYB1: Definitions for Rules and Patterns. * APROPOS: Definitions for Miscellaneous Options. * ARGS: Definitions for Miscellaneous Options. * ARRAY: Definitions for Arrays and Tables. * ARRAYAPPLY: Definitions for Arrays and Tables. * ARRAYINFO: Definitions for Arrays and Tables. * ARRAYMAKE: Definitions for Arrays and Tables. * ARRAYS: Definitions for Arrays and Tables. * ASEC: Definitions for Trigonometric. * ASECH: Definitions for Trigonometric. * ASIN: Definitions for Trigonometric. * ASINH: Definitions for Trigonometric. * ASKEXP: Definitions for Simplification. * ASKINTEGER: Definitions for Simplification. * ASKSIGN: Definitions for Simplification. * ASSOC_LEGENDRE_P: Definitions for Orthogonal Polynomials. * ASSOC_LEGENDRE_Q: Definitions for Orthogonal Polynomials. * ASSUME: Definitions for Contexts. * ASSUME_POS: Definitions for Contexts. * ASSUME_POS_PRED: Definitions for Contexts. * ASSUMESCALAR: Definitions for Contexts. * ASYMP: Definitions for Special Functions. * ASYMPA: Definitions for Special Functions. * AT: Definitions for Expressions. * ATAN: Definitions for Trigonometric. * ATAN2: Definitions for Trigonometric. * ATANH: Definitions for Trigonometric. * ATOM: Definitions for Lists. * ATOMGRAD: Definitions for Differentiation. * ATRIG1: Definitions for Trigonometric. * ATVALUE: Definitions for Differentiation. * AUGCOEFMATRIX: Definitions for Matrices and Linear Algebra. * BACKSUBST: Definitions for Equations. * BACKTRACE: Definitions for Program Flow. * BACKUP: Definitions for Input and Output. * BASHINDICES: Definitions for Arrays and Tables. * BATCH: Definitions for Input and Output. * BATCHKILL: Definitions for Input and Output. * BATCHLOAD: Definitions for Input and Output. * BATCON: Definitions for Input and Output. * BATCOUNT: Definitions for Input and Output. * BERLEFACT: Definitions for Polynomials. * BERN: Definitions for Number Theory. * BERNPOLY: Definitions for Number Theory. * BESSEL: Definitions for Special Functions. * BETA: Definitions for Special Functions. * BEZOUT: Definitions for Polynomials. * BFFAC: Definitions for Floating Point. * BFLOAT: Definitions for Floating Point. * BFLOATP: Definitions for Floating Point. * BFPSI: Definitions for Floating Point. * BFTORAT: Definitions for Floating Point. * BFTRUNC: Definitions for Floating Point. * BFZETA: Definitions for Number Theory. * BGZETA: Definitions for Number Theory. * BHZETA: Definitions for Number Theory. * BINDTEST: Definitions for Function Definition. * BINOMIAL: Definitions for Number Theory. * BLOCK: Definitions for Function Definition. * BOTHCASES: Definitions for Input and Output. * BOTHCOEF: Definitions for Polynomials. * BOX: Definitions for Expressions. * BOXCHAR: Definitions for Expressions. * BREAK: Definitions for Function Definition. * BREAKUP: Definitions for Equations. * BUG: Definitions for Runtime Environment. * BUILDQ <1>: Definitions for Function Definition. * BUILDQ: MACROS. * BURN: Definitions for Number Theory. * BZETA: Definitions for Number Theory. * CABS: Definitions for Operators. * CANFORM: Definitions for Tensor. * CANTEN: Definitions for Tensor. * CARG: Definitions for Tensor. * CARTAN: Definitions for Differentiation. * CATCH: Definitions for Function Definition. * CAUCHYSUM: Definitions for Series. * CBFAC: Definitions for Floating Point. * CF: Definitions for Number Theory. * CFDISREP: Definitions for Number Theory. * CFEXPAND: Definitions for Number Theory. * CFLENGTH: Definitions for Number Theory. * CGAMMA: Definitions for Number Theory. * CGAMMA2: Definitions for Number Theory. * CHANGE_FILEDEFAULTS: Definitions for Input and Output. * CHANGEVAR: Definitions for Integration. * CHARPOLY: Definitions for Matrices and Linear Algebra. * CHEBYSHEV_T: Definitions for Orthogonal Polynomials. * CHEBYSHEV_U: Definitions for Orthogonal Polynomials. * CHECK_OVERLAPS: Definitions for Affine. * CHR1: Definitions for Ctensor. * CHR2: Definitions for Ctensor. * CHRISTOF: Definitions for Ctensor. * CLEARSCREEN: Definitions for Runtime Environment. * CLOSEFILE: Definitions for Input and Output. * CLOSEPS: Definitions for Plotting. * COEFF: Definitions for Polynomials. * COEFMATRIX: Definitions for Matrices and Linear Algebra. * COL: Definitions for Matrices and Linear Algebra. * COLLAPSE: Definitions for Input and Output. * COLUMNVECTOR: Definitions for Matrices and Linear Algebra. * COMBINE: Definitions for Polynomials. * COMMUTATIVE: Definitions for Operators. * COMP2PUI: Definitions for Symmetries. * COMPFILE: Definitions for Function Definition. * COMPGRIND: Definitions for Function Definition. * COMPILE: Definitions for Function Definition. * COMPILE_FILE: Definitions for Function Definition. * COMPILE_LISP_FILE: Definitions for Function Definition. * CONCAT: Definitions for Input and Output. * CONJUGATE: Definitions for Matrices and Linear Algebra. * CONS: Definitions for Lists. * CONSTANT: Definitions for Expressions. * CONSTANTP: Definitions for Expressions. * CONT2PART: Definitions for Symmetries. * CONTENT: Definitions for Polynomials. * CONTEXT: Definitions for Contexts. * CONTEXTS: Definitions for Contexts. * CONTINUE: Definitions for Runtime Environment. * CONTRACT <1>: Definitions for Symmetries. * CONTRACT: Definitions for Expressions. * COPYLIST: Definitions for Lists. * COPYMATRIX: Definitions for Matrices and Linear Algebra. * COS: Definitions for Trigonometric. * COSH: Definitions for Trigonometric. * COT: Definitions for Trigonometric. * COTH: Definitions for Trigonometric. * COUNTER: Definitions for Tensor. * COVDIFF: Definitions for Ctensor. * CREATE_LIST: Definitions for Affine. * CSC: Definitions for Trigonometric. * CSCH: Definitions for Trigonometric. * CURRENT_LET_RULE_PACKAGE: Definitions for Rules and Patterns. * CURSORDISP: Definitions for Input and Output. * CURVATURE: Definitions for Ctensor. * DBLINT: Definitions for Integration. * DDT: Definitions for Runtime Environment. * DEACTIVATE: Definitions for Contexts. * DEBUG: Definitions for Command Line. * DEBUGMODE: Definitions for Command Line. * DEBUGPRINTMODE: Definitions for Command Line. * DECLARE: Definitions for Expressions. * DECLARE_TRANSLATED: Definitions for Function Definition. * DECLARE_WEIGHT: Definitions for Affine. * DEFAULT_LET_RULE_PACKAGE: Definitions for Rules and Patterns. * DEFCON: Definitions for Tensor. * DEFINE: Definitions for Function Definition. * DEFINE_VARIABLE: Definitions for Function Definition. * DEFINT: Definitions for Integration. * DEFMATCH: Definitions for Rules and Patterns. * DEFRULE: Definitions for Rules and Patterns. * DEFTAYLOR: Definitions for Series. * DELETE: Definitions for Lists. * DELFILE: Definitions for Runtime Environment. * DELTA: Definitions for Differentiation. * DEMO: Definitions for Help. * DEMOIVRE: Definitions for Simplification. * DENOM: Definitions for Polynomials. * DEPENDENCIES: Definitions for Differentiation. * DEPENDS: Definitions for Differentiation. * DERIVABBREV: Definitions for Differentiation. * DERIVDEGREE: Definitions for Differentiation. * DERIVLIST: Definitions for Differentiation. * DERIVSUBST: Definitions for Differentiation. * DESCRIBE: Definitions for Help. * DESOLVE: Definitions for Differential Equations. * DETERMINANT: Definitions for Matrices and Linear Algebra. * DETOUT: Definitions for Matrices and Linear Algebra. * DIAGMATRIX: Definitions for Matrices and Linear Algebra. * DIAGMETRIC: Definitions for Ctensor. * DIFF: Definitions for Differentiation. * DIM: Definitions for Ctensor. * DIMENSION: Definitions for Equations. * DIREC: Definitions for Input and Output. * DIRECT: Definitions for Symmetries. * DISKFREE: Definitions for Runtime Environment. * DISOLATE: Definitions for Expressions. * DISP: Definitions for Input and Output. * DISPCON: Definitions for Input and Output. * DISPFLAG: Definitions for Equations. * DISPFORM: Definitions for Expressions. * DISPFUN: Definitions for Function Definition. * DISPLAY: Definitions for Input and Output. * DISPLAY2D: Definitions for Input and Output. * DISPLAY_FORMAT_INTERNAL: Definitions for Input and Output. * DISPRULE: Definitions for Rules and Patterns. * DISPTERMS: Definitions for Input and Output. * DISTRIB: Definitions for Expressions. * DIVIDE: Definitions for Polynomials. * DIVSUM: Definitions for Number Theory. * DO: Definitions for Program Flow. * DOALLMXOPS: Definitions for Matrices and Linear Algebra. * DOMAIN: Definitions for Simplification. * DOMXEXPT: Definitions for Matrices and Linear Algebra. * DOMXMXOPS: Definitions for Matrices and Linear Algebra. * DOMXNCTIMES: Definitions for Matrices and Linear Algebra. * DONTFACTOR: Definitions for Matrices and Linear Algebra. * DOSCMXOPS: Definitions for Matrices and Linear Algebra. * DOSCMXPLUS: Definitions for Matrices and Linear Algebra. * DOT0NSCSIMP: Definitions for Matrices and Linear Algebra. * DOT0SIMP: Definitions for Matrices and Linear Algebra. * DOT1SIMP: Definitions for Matrices and Linear Algebra. * DOTASSOC: Definitions for Matrices and Linear Algebra. * DOTCONSTRULES: Definitions for Matrices and Linear Algebra. * DOTDISTRIB: Definitions for Matrices and Linear Algebra. * DOTEXPTSIMP: Definitions for Matrices and Linear Algebra. * DOTIDENT: Definitions for Matrices and Linear Algebra. * DOTSCRULES: Definitions for Matrices and Linear Algebra. * DOTSIMP: Definitions for Affine. * DPART: Definitions for Expressions. * DSCALAR: Definitions for Differentiation. * DSKALL: Definitions for Input and Output. * DUMMY: Definitions for Miscellaneous Options. * E: Definitions for Constants. * ECHELON: Definitions for Matrices and Linear Algebra. * EIGENVALUES: Definitions for Matrices and Linear Algebra. * EIGENVECTORS: Definitions for Matrices and Linear Algebra. * EINSTEIN: Definitions for Ctensor. * ELE2COMP: Definitions for Symmetries. * ELE2POLYNOME: Definitions for Symmetries. * ELE2PUI: Definitions for Symmetries. * ELEM: Definitions for Symmetries. * ELIMINATE: Definitions for Polynomials. * EMATRIX: Definitions for Matrices and Linear Algebra. * ENDCONS: Definitions for Lists. * ENTERMATRIX: Definitions for Matrices and Linear Algebra. * ENTIER: Definitions for Operators. * EQUAL: Definitions for Operators. * ERF: Definitions for Integration. * ERFFLAG: Definitions for Integration. * ERRCATCH: Definitions for Program Flow. * ERREXP: Definitions for Program Flow. * ERRINTSCE: Definitions for Integration. * ERROR: Definitions for Program Flow. * ERROR_SIZE: Definitions for Input and Output. * ERROR_SYMS: Definitions for Input and Output. * ERRORFUN: Definitions for Program Flow. * ERRORMSG: Definitions for Program Flow. * EULER: Definitions for Number Theory. * EV: Definitions for Command Line. * EVAL: Definitions for Operators. * EVENP: Definitions for Operators. * EVFLAG: Definitions for Command Line. * EVFUN: Definitions for Command Line. * EXAMPLE: Definitions for Help. * EXP: Definitions for Expressions. * EXPAND: Definitions for Simplification. * EXPANDWRT: Definitions for Simplification. * EXPANDWRT_DENOM: Definitions for Simplification. * EXPANDWRT_FACTORED: Definitions for Simplification. * EXPLOSE: Definitions for Symmetries. * EXPON: Definitions for Simplification. * EXPONENTIALIZE: Definitions for Simplification. * EXPOP: Definitions for Simplification. * EXPRESS: Definitions for Differentiation. * EXPT: Definitions for Input and Output. * EXPTDISPFLAG: Definitions for Input and Output. * EXPTISOLATE: Definitions for Expressions. * EXPTSUBST: Definitions for Expressions. * EXTRACT_LINEAR_EQUATIONS: Definitions for Affine. * EZGCD: Definitions for Polynomials. * FACEXPAND: Definitions for Polynomials. * FACTCOMB: Definitions for Polynomials. * FACTLIM: Definitions for Simplification. * FACTOR: Definitions for Polynomials. * FACTORFLAG: Definitions for Polynomials. * FACTORIAL: Definitions for Number Theory. * FACTOROUT: Definitions for Polynomials. * FACTORSUM: Definitions for Polynomials. * FACTS: Definitions for Contexts. * FALSE: Definitions for Constants. * FASSAVE: Definitions for Input and Output. * FAST_CENTRAL_ELEMENTS: Definitions for Affine. * FAST_LINSOLVE: Definitions for Affine. * FASTTIMES: Definitions for Polynomials. * FEATURE: Definitions for Runtime Environment. * FEATUREP: Definitions for Runtime Environment. * FEATURES: Definitions for Contexts. * FFT: Definitions for Numerical. * FIB: Definitions for Number Theory. * FIBTOPHI: Definitions for Number Theory. * FILE_SEARCH: Definitions for Input and Output. * FILE_STRING_PRINT: Definitions for Input and Output. * FILE_TYPE: Definitions for Input and Output. * FILEDEFAULTS: Definitions for Input and Output. * FILENAME: Definitions for Input and Output. * FILENAME_MERGE: Definitions for Input and Output. * FILENUM: Definitions for Input and Output. * FILLARRAY: Definitions for Arrays and Tables. * FIRST: Definitions for Lists. * FIX: Definitions for Operators. * FLOAT: Definitions for Floating Point. * FLOAT2BF: Definitions for Floating Point. * FLOATDEFUNK: Definitions for Floating Point. * FLOATNUMP: Definitions for Floating Point. * FLUSH: Definitions for Tensor. * FLUSHD: Definitions for Tensor. * FLUSHND: Definitions for Tensor. * FOR: Definitions for Program Flow. * FORGET: Definitions for Contexts. * FORTINDENT: Definitions for Numerical. * FORTMX: Definitions for Numerical. * FORTRAN: Definitions for Numerical. * FORTSPACES: Definitions for Numerical. * FPPREC: Definitions for Floating Point. * FPPRINTPREC: Definitions for Floating Point. * FREEOF: Definitions for Expressions. * FULLMAP: Definitions for Operators. * FULLMAPL: Definitions for Operators. * FULLRATSIMP: Definitions for Polynomials. * FULLRATSUBST: Definitions for Polynomials. * FUNCSOLVE: Definitions for Equations. * FUNCTIONS: Definitions for Function Definition. * FUNDEF: Definitions for Function Definition. * FUNMAKE: Definitions for Function Definition. * GAMMA: Definitions for Special Functions. * GAMMALIM: Definitions for Special Functions. * GAUSS: Definitions for Statistics. * GCD: Definitions for Polynomials. * GCFACTOR: Definitions for Polynomials. * GEN_LAGUERRE: Definitions for Orthogonal Polynomials. * GENDIFF: Definitions for Differentiation. * GENFACT: Definitions for Expressions. * GENINDEX: Definitions for Miscellaneous Options. * GENMATRIX: Definitions for Matrices and Linear Algebra. * GENSUMNUM: Definitions for Miscellaneous Options. * GET: Definitions for Lists. * GETCHAR: Definitions for Arrays and Tables. * GFACTOR: Definitions for Polynomials. * GFACTORSUM: Definitions for Polynomials. * GLOBALSOLVE: Definitions for Equations. * GO: Definitions for Program Flow. * GRADEF: Definitions for Differentiation. * GRADEFS: Definitions for Differentiation. * GRAMSCHMIDT: Definitions for Matrices and Linear Algebra. * GRIND: Definitions for Input and Output. * GROBNER_BASIS: Definitions for Affine. * HACH: Definitions for Matrices and Linear Algebra. * HALFANGLES: Definitions for Trigonometric. * HERMITE: Definitions for Orthogonal Polynomials. * HIPOW: Definitions for Polynomials. * HORNER: Definitions for Numerical. * IBASE: Definitions for Input and Output. * IC1: Definitions for Differential Equations. * IDENT: Definitions for Matrices and Linear Algebra. * IEQN: Definitions for Equations. * IEQNPRINT: Definitions for Equations. * IF: Definitions for Program Flow. * IFT: Definitions for Numerical. * ILT: Definitions for Integration. * IMAGPART: Definitions for Expressions. * IN_NETMATH: Definitions for Plotting. * INCHAR: Definitions for Input and Output. * INDICES: Definitions for Expressions. * INF: Definitions for Miscellaneous Options. * INFEVAL: Definitions for Command Line. * INFINITY: Definitions for Miscellaneous Options. * INFIX: Definitions for Expressions. * INFLAG: Definitions for Expressions. * INFOLISTS: Definitions for Miscellaneous Options. * INNERPRODUCT: Definitions for Matrices and Linear Algebra. * INPART: Definitions for Expressions. * INRT: Definitions for Number Theory. * INTEGERP: Definitions for Miscellaneous Options. * INTEGRATE: Definitions for Integration. * INTEGRATE_USE_ROOTSOF: Definitions for Integration. * INTEGRATION_CONSTANT_COUNTER: Definitions for Integration. * INTERPOLATE: Definitions for Numerical. * INTFACLIM: Definitions for Polynomials. * INTOPOIS: Definitions for Special Functions. * INTOSUM: Definitions for Simplification. * INTPOLABS: Definitions for Numerical. * INTPOLERROR: Definitions for Numerical. * INTPOLREL: Definitions for Numerical. * INTSCE: Definitions for Integration. * INVERT: Definitions for Matrices and Linear Algebra. * IS: Definitions for Operators. * ISOLATE: Definitions for Expressions. * ISOLATE_WRT_TIMES: Definitions for Expressions. * ISQRT: Definitions for Operators. * JACOBI: Definitions for Number Theory. * JACOBI_P: Definitions for Orthogonal Polynomials. * KDELTA: Definitions for Tensor. * KEEPFLOAT: Definitions for Polynomials. * KILL: Definitions for Command Line. * KILLCONTEXT: Definitions for Contexts. * KOSTKA: Definitions for Symmetries. * LABELS: Definitions for Command Line. * LAGUERRE: Definitions for Orthogonal Polynomials. * LAPLACE: Definitions for Differentiation. * LASSOCIATIVE: Definitions for Simplification. * LAST: Definitions for Lists. * LASTTIME: Definitions for Command Line. * LC: Definitions for Tensor. * LCM: Definitions for Number Theory. * LDEFINT: Definitions for Integration. * LDISP: Definitions for Input and Output. * LDISPLAY: Definitions for Input and Output. * LEGENDRE_P: Definitions for Orthogonal Polynomials. * LEGENDRE_Q: Definitions for Orthogonal Polynomials. * LENGTH: Definitions for Lists. * LET: Definitions for Rules and Patterns. * LET_RULE_PACKAGES: Definitions for Rules and Patterns. * LETRAT: Definitions for Rules and Patterns. * LETRULES: Definitions for Rules and Patterns. * LETSIMP: Definitions for Rules and Patterns. * LGTREILLIS: Definitions for Symmetries. * LHOSPITALLIM: Definitions for Limits. * LHS: Definitions for Equations. * LIMIT: Definitions for Limits. * LINEAR: Definitions for Simplification. * LINECHAR: Definitions for Input and Output. * LINEDISP: Definitions for Input and Output. * LINEL: Definitions for Input and Output. * LINENUM: Definitions for Command Line. * LINSOLVE: Definitions for Equations. * LINSOLVE_PARAMS: Definitions for Equations. * LINSOLVEWARN: Definitions for Equations. * LISPDEBUGMODE: Definitions for Program Flow. * LIST_NC_MONOMIALS: Definitions for Affine. * LISTARITH: Definitions for Lists. * LISTARRAY: Definitions for Arrays and Tables. * LISTCONSTVARS: Definitions for Expressions. * LISTDUMMYVARS: Definitions for Expressions. * LISTOFVARS: Definitions for Expressions. * LISTP: Definitions for Lists. * LMXCHAR: Definitions for Matrices and Linear Algebra. * LOAD: Definitions for Input and Output. * LOADFILE: Definitions for Input and Output. * LOADPRINT: Definitions for Input and Output. * LOCAL: Definitions for Function Definition. * LOG: Definitions for Logarithms. * LOGABS: Definitions for Logarithms. * LOGARC: Definitions for Logarithms. * LOGCONCOEFFP: Definitions for Logarithms. * LOGCONTRACT: Definitions for Logarithms. * LOGEXPAND: Definitions for Logarithms. * LOGNEGINT: Definitions for Logarithms. * LOGNUMER: Definitions for Logarithms. * LOGSIMP: Definitions for Logarithms. * LOPOW: Definitions for Expressions. * LORENTZ: Definitions for Tensor. * LPART: Definitions for Expressions. * LRATSUBST: Definitions for Polynomials. * LRICCICOM: Definitions for Ctensor. * LSUM: Definitions for Expressions. * LTREILLIS: Definitions for Symmetries. * M1PBRANCH: Definitions for Miscellaneous Options. * MACROEXPANSION: Definitions for Function Definition. * MAINVAR: Definitions for Simplification. * MAKE_ARRAY: Definitions for Arrays and Tables. * MAKEBOX: Definitions for Tensor. * MAKEFACT: Definitions for Special Functions. * MAKEGAMMA: Definitions for Special Functions. * MAKELIST: Definitions for Lists. * MAP: Definitions for Program Flow. * MAPATOM: Definitions for Program Flow. * MAPERROR: Definitions for Program Flow. * MAPLIST: Definitions for Program Flow. * MATCHDECLARE: Definitions for Rules and Patterns. * MATCHFIX: Definitions for Rules and Patterns. * MATRIX: Definitions for Matrices and Linear Algebra. * MATRIX_ELEMENT_ADD: Definitions for Matrices and Linear Algebra. * MATRIX_ELEMENT_MULT: Definitions for Matrices and Linear Algebra. * MATRIX_ELEMENT_TRANSPOSE: Definitions for Matrices and Linear Algebra. * MATRIXMAP: Definitions for Matrices and Linear Algebra. * MATRIXP: Definitions for Matrices and Linear Algebra. * MATTRACE: Definitions for Matrices and Linear Algebra. * MAX: Definitions for Operators. * MAXAPPLYDEPTH: Definitions for Simplification. * MAXAPPLYHEIGHT: Definitions for Simplification. * MAXNEGEX: Definitions for Simplification. * MAXPOSEX: Definitions for Simplification. * MAXPRIME: Definitions for Number Theory. * MAXTAYORDER: Definitions for Series. * MEMBER: Definitions for Lists. * METRIC: Definitions for Tensor. * MIN: Definitions for Operators. * MINF: Definitions for Constants. * MINFACTORIAL: Definitions for Number Theory. * MINOR: Definitions for Matrices and Linear Algebra. * MOD: Definitions for Operators. * MODE_CHECK_ERRORP: Definitions for Function Definition. * MODE_CHECK_WARNP: Definitions for Function Definition. * MODE_CHECKP: Definitions for Function Definition. * MODE_DECLARE: Definitions for Function Definition. * MODE_IDENTITY: Definitions for Function Definition. * MODULUS: Definitions for Polynomials. * MON2SCHUR: Definitions for Symmetries. * MONO: Definitions for Affine. * MONOMIAL_DIMENSIONS: Definitions for Affine. * MOTION: Definitions for Ctensor. * MULTI_ELEM: Definitions for Symmetries. * MULTI_ORBIT: Definitions for Symmetries. * MULTI_PUI: Definitions for Symmetries. * MULTINOMIAL: Definitions for Symmetries. * MULTIPLICATIVE: Definitions for Simplification. * MULTIPLICITIES: Definitions for Equations. * MULTSYM: Definitions for Symmetries. * MULTTHRU: Definitions for Expressions. * MYOPTIONS: Definitions for Command Line. * NC_DEGREE: Definitions for Affine. * NCEXPT: Definitions for Matrices and Linear Algebra. * NCHARPOLY: Definitions for Matrices and Linear Algebra. * NEGDISTRIB: Definitions for Simplification. * NEGSUMDISPFLAG: Definitions for Simplification. * NEW-DISREP: Definitions for Affine. * NEWCONTEXT: Definitions for Contexts. * NEWDET: Definitions for Matrices and Linear Algebra. * NEWFAC: Definitions for Polynomials. * NEWTON: Definitions for Numerical. * NICEINDICES: Definitions for Series. * NICEINDICESPREF: Definitions for Series. * NOEVAL: Definitions for Simplification. * NOLABELS: Definitions for Command Line. * NONSCALAR: Definitions for Matrices and Linear Algebra. * NONSCALARP: Definitions for Matrices and Linear Algebra. * NOSTRING: Definitions for Input and Output. * NOUN: Definitions for Simplification. * NOUNDISP: Definitions for Simplification. * NOUNIFY: Definitions for Expressions. * NOUNS: Definitions for Simplification. * NROOTS: Definitions for Equations. * NTERMS: Definitions for Expressions. * NTERMSG: Definitions for Tensor. * NTERMSRCI: Definitions for Tensor. * NTHROOT: Definitions for Equations. * NUM: Definitions for Polynomials. * NUMBERP: Definitions for Miscellaneous Options. * NUMER: Definitions for Simplification. * NUMERVAL: Definitions for Simplification. * NUMFACTOR: Definitions for Special Functions. * NUSUM: Definitions for Series. * NZETA: Definitions for Tensor. * OBASE: Definitions for Input and Output. * ODDP: Definitions for Operators. * ODE: Definitions for Differential Equations. * ODE2: Definitions for Differential Equations. * OMEGA: Definitions for Ctensor. * OPENPLOT_CURVES: Definitions for Plotting. * OPPROPERTIES: Definitions for Simplification. * OPSUBST: Definitions for Simplification. * OPTIMIZE: Definitions for Expressions. * OPTIMPREFIX: Definitions for Expressions. * OPTIONSET: Definitions for Command Line. * ORBIT: Definitions for Symmetries. * ORDERGREAT: Definitions for Expressions. * ORDERGREATP: Definitions for Expressions. * ORDERLESS: Definitions for Expressions. * ORDERLESSP: Definitions for Expressions. * OUTATIVE: Definitions for Simplification. * OUTCHAR: Definitions for Input and Output. * OUTOFPOIS: Definitions for Special Functions. * PACKAGEFILE: Definitions for Input and Output. * PADE: Definitions for Series. * PARSEWINDOW: Definitions for Input and Output. * PART: Definitions for Expressions. * PART2CONT: Definitions for Symmetries. * PARTFRAC: Definitions for Number Theory. * PARTITION: Definitions for Expressions. * PARTPOL: Definitions for Symmetries. * PARTSWITCH: Definitions for Expressions. * PCOEFF: Definitions for Affine. * PERMANENT: Definitions for Matrices and Linear Algebra. * PERMUT: Definitions for Symmetries. * PFEFORMAT: Definitions for Input and Output. * PI: Definitions for Constants. * PICKAPART: Definitions for Expressions. * PIECE: Definitions for Expressions. * PLAYBACK: Definitions for Command Line. * PLOG: Definitions for Logarithms. * PLOT2D: Definitions for Plotting. * PLOT2D_PS: Definitions for Plotting. * PLOT3D: Definitions for Plotting. * PLOT_OPTIONS: Definitions for Plotting. * POISDIFF: Definitions for Special Functions. * POISEXPT: Definitions for Special Functions. * POISINT: Definitions for Special Functions. * POISLIM: Definitions for Special Functions. * POISMAP: Definitions for Special Functions. * POISPLUS: Definitions for Special Functions. * POISSIMP: Definitions for Special Functions. * POISSON: Definitions for Special Functions. * POISSUBST: Definitions for Special Functions. * POISTIMES: Definitions for Special Functions. * POISTRIM: Definitions for Special Functions. * POLARFORM: Definitions for Logarithms. * POLARTORECT: Definitions for Numerical. * POLYNOME2ELE: Definitions for Symmetries. * POSFUN: Definitions for Simplification. * POTENTIAL: Definitions for Integration. * POWERDISP: Definitions for Series. * POWERS: Definitions for Expressions. * POWERSERIES: Definitions for Series. * PRED: Definitions for Operators. * PREDERROR: Definitions for Program Flow. * PRIME: Definitions for Number Theory. * PRIMEP: Definitions for Number Theory. * PRINT: Definitions for Input and Output. * PRINTPOIS: Definitions for Special Functions. * PRINTPROPS: Definitions for Command Line. * PRODHACK: Definitions for Simplification. * PRODRAC: Definitions for Symmetries. * PRODUCT: Definitions for Expressions. * PROGRAMMODE: Definitions for Equations. * PROMPT: Definitions for Command Line. * PROPERTIES: Definitions for Miscellaneous Options. * PROPS: Definitions for Miscellaneous Options. * PROPVARS: Definitions for Miscellaneous Options. * PSCOM: Definitions for Plotting. * PSDRAW_CURVE: Definitions for Plotting. * PSEXPAND: Definitions for Series. * PSI: Definitions for Special Functions. * PUI: Definitions for Symmetries. * PUI2COMP: Definitions for Symmetries. * PUI2ELE: Definitions for Symmetries. * PUI2POLYNOME: Definitions for Symmetries. * PUI_DIRECT: Definitions for Symmetries. * PUIREDUC: Definitions for Symmetries. * PUT: Definitions for Miscellaneous Options. * QPUT: Definitions for Miscellaneous Options. * QQ: Definitions for Integration. * QUANC8: Definitions for Integration. * QUIT: Definitions for Command Line. * QUNIT: Definitions for Number Theory. * QUOTIENT: Definitions for Polynomials. * RADCAN: Definitions for Simplification. * RADEXPAND: Definitions for Simplification. * RADPRODEXPAND: Definitions for Simplification. * RADSUBSTFLAG: Definitions for Simplification. * RAISERIEMANN: Definitions for Tensor. * RANDOM: Definitions for Operators. * RANK: Definitions for Matrices and Linear Algebra. * RASSOCIATIVE: Definitions for Simplification. * RAT: Definitions for Polynomials. * RATALGDENOM: Definitions for Polynomials. * RATCOEF: Definitions for Polynomials. * RATDENOM: Definitions for Polynomials. * RATDENOMDIVIDE: Definitions for Polynomials. * RATDIFF: Definitions for Polynomials. * RATDISREP: Definitions for Polynomials. * RATEINSTEIN: Definitions for Tensor. * RATEPSILON: Definitions for Polynomials. * RATEXPAND: Definitions for Polynomials. * RATFAC: Definitions for Polynomials. * RATMX: Definitions for Matrices and Linear Algebra. * RATNUMER: Definitions for Polynomials. * RATNUMP: Definitions for Polynomials. * RATP: Definitions for Polynomials. * RATPRINT: Definitions for Polynomials. * RATRIEMAN: Definitions for Tensor. * RATRIEMANN: Definitions for Tensor. * RATSIMP: Definitions for Polynomials. * RATSIMPEXPONS: Definitions for Polynomials. * RATSUBST: Definitions for Polynomials. * RATVARS: Definitions for Polynomials. * RATWEIGHT: Definitions for Polynomials. * RATWEIGHTS: Definitions for Polynomials. * RATWEYL: Definitions for Polynomials. * RATWTLVL: Definitions for Polynomials. * READ: Definitions for Input and Output. * READONLY: Definitions for Input and Output. * REALONLY: Definitions for Equations. * REALPART: Definitions for Expressions. * REALROOTS: Definitions for Equations. * REARRAY: Definitions for Arrays and Tables. * RECTFORM: Definitions for Expressions. * RECTTOPOLAR: Definitions for Numerical. * REFCHECK: Definitions for Debugging. * REM: Definitions for Miscellaneous Options. * REMAINDER: Definitions for Polynomials. * REMARRAY: Definitions for Arrays and Tables. * REMBOX: Definitions for Expressions. * REMCON: Definitions for Tensor. * REMFUNCTION: Definitions for Command Line. * REMLET: Definitions for Rules and Patterns. * REMOVE: Definitions for Miscellaneous Options. * REMRULE: Definitions for Rules and Patterns. * REMTRACE: Definitions for Debugging. * REMVALUE: Definitions for Miscellaneous Options. * RENAME: Definitions for Miscellaneous Options. * RESET: Definitions for Command Line. * RESIDUE: Definitions for Integration. * RESOLVANTE: Definitions for Symmetries. * RESOLVANTE_ALTERNEE1: Definitions for Symmetries. * RESOLVANTE_BIPARTITE: Definitions for Symmetries. * RESOLVANTE_DIEDRALE: Definitions for Symmetries. * RESOLVANTE_KLEIN: Definitions for Symmetries. * RESOLVANTE_KLEIN3: Definitions for Symmetries. * RESOLVANTE_PRODUIT_SYM: Definitions for Symmetries. * RESOLVANTE_UNITAIRE: Definitions for Symmetries. * RESOLVANTE_VIERER: Definitions for Symmetries. * REST: Definitions for Lists. * RESTORE: Definitions for Command Line. * RESULTANT: Definitions for Polynomials. * RETURN: Definitions for Program Flow. * REVEAL: Definitions for Input and Output. * REVERSE: Definitions for Lists. * REVERT: Definitions for Series. * RHS: Definitions for Equations. * RICCICOM: Definitions for Tensor. * RIEMANN: Definitions for Ctensor. * RINVARIANT: Definitions for Tensor. * RISCH: Definitions for Integration. * RMXCHAR: Definitions for Input and Output. * RNCOMBINE: Definitions for Miscellaneous Options. * ROMBERG: Definitions for Integration. * ROMBERGABS: Definitions for Integration. * ROMBERGIT: Definitions for Integration. * ROMBERGMIN: Definitions for Integration. * ROMBERGTOL: Definitions for Integration. * ROOM: Definitions for Runtime Environment. * ROOTSCONMODE: Definitions for Equations. * ROOTSCONTRACT: Definitions for Equations. * ROOTSEPSILON: Definitions for Equations. * ROW: Definitions for Matrices and Linear Algebra. * SAVE: Definitions for Input and Output. * SAVEDEF: Definitions for Input and Output. * SAVEFACTORS: Definitions for Polynomials. * SCALARMATRIXP: Definitions for Matrices and Linear Algebra. * SCALARP: Definitions for Miscellaneous Options. * SCALEFACTORS: Definitions for Miscellaneous Options. * SCANMAP: Definitions for Program Flow. * SCHUR2COMP: Definitions for Symmetries. * SCONCAT: Definitions for Input and Output. * SCSIMP: Definitions for Simplification. * SCURVATURE: Definitions for Tensor. * SEC: Definitions for Trigonometric. * SECH: Definitions for Trigonometric. * SET_PLOT_OPTION: Definitions for Plotting. * SET_UP_DOT_SIMPLIFICATIONS: Definitions for Affine. * SETCHECK: Definitions for Debugging. * SETCHECKBREAK: Definitions for Debugging. * SETELMX: Definitions for Matrices and Linear Algebra. * SETUP: Definitions for Tensor. * SETUP_AUTOLOAD: Definitions for Miscellaneous Options. * SETVAL: Definitions for Debugging. * SHOW: Definitions for Input and Output. * SHOWRATVARS: Definitions for Input and Output. * SHOWTIME: Definitions for Command Line. * SIGN: Definitions for Operators. * SIGNUM: Definitions for Operators. * SIMILARITYTRANSFORM: Definitions for Matrices and Linear Algebra. * SIMP: Definitions for Simplification. * SIMPSUM: Definitions for Simplification. * SIN: Definitions for Trigonometric. * SINH: Definitions for Trigonometric. * SOLVE: Definitions for Equations. * SOLVE_INCONSISTENT_ERROR: Definitions for Equations. * SOLVEDECOMPOSES: Definitions for Equations. * SOLVEEXPLICIT: Definitions for Equations. * SOLVEFACTORS: Definitions for Equations. * SOLVENULLWARN: Definitions for Equations. * SOLVERADCAN: Definitions for Equations. * SOLVETRIGWARN: Definitions for Equations. * SOMRAC: Definitions for Symmetries. * SORT: Definitions for Operators. * SPARSE: Definitions for Matrices and Linear Algebra. * SPHERICAL_BESSEL_J: Definitions for Orthogonal Polynomials. * SPHERICAL_BESSEL_Y: Definitions for Orthogonal Polynomials. * SPHERICAL_HANKEL1: Definitions for Orthogonal Polynomials. * SPHERICAL_HANKEL2: Definitions for Orthogonal Polynomials. * SPHERICAL_HARMONIC: Definitions for Orthogonal Polynomials. * SPLICE: MACROS. * SPRINT: Definitions for Input and Output. * SQFR: Definitions for Polynomials. * SQRT: Definitions for Operators. * SQRTDISPFLAG: Definitions for Operators. * SRRAT: Definitions for Series. * SSTATUS: Definitions for Command Line. * STARDISP: Definitions for Input and Output. * STATUS: Definitions for Runtime Environment. * STRING: Definitions for Input and Output. * STRINGOUT: Definitions for Input and Output. * SUBLIS: Definitions for Operators. * SUBLIS_APPLY_LAMBDA: Definitions for Operators. * SUBLIST: Definitions for Operators. * SUBMATRIX: Definitions for Matrices and Linear Algebra. * SUBST: Definitions for Operators. * SUBSTINPART: Definitions for Operators. * SUBSTPART: Definitions for Operators. * SUBVARP: Definitions for Operators. * SUM: Definitions for Expressions. * SUMCONTRACT: Definitions for Simplification. * SUMEXPAND: Definitions for Simplification. * SUMHACK: Definitions for Simplification. * SUMSPLITFACT: Definitions for Simplification. * SUPCONTEXT: Definitions for Contexts. * SYMBOLP: Definitions for Operators. * SYMMETRIC: Definitions for Simplification. * SYSTEM: Definitions for Input and Output. * TAN: Definitions for Trigonometric. * TANH: Definitions for Trigonometric. * TAYLOR: Definitions for Series. * TAYLOR_LOGEXPAND: Definitions for Series. * TAYLOR_ORDER_COEFFICIENTS: Definitions for Series. * TAYLOR_SIMPLIFIER: Definitions for Series. * TAYLOR_TRUNCATE_POLYNOMIALS: Definitions for Series. * TAYLORDEPTH: Definitions for Series. * TAYLORINFO: Definitions for Series. * TAYLORP: Definitions for Series. * TAYTORAT: Definitions for Series. * TCL_OUTPUT: Definitions for Input and Output. * TCONTRACT: Definitions for Symmetries. * TELLRAT: Definitions for Polynomials. * TELLSIMP: Definitions for Rules and Patterns. * TELLSIMPAFTER: Definitions for Rules and Patterns. * TEX: Definitions for Input and Output. * THROW: Definitions for Program Flow. * TIME: Definitions for Runtime Environment. * TIMER: Definitions for Debugging. * TIMER_DEVALUE: Definitions for Debugging. * TIMER_INFO: Definitions for Debugging. * TLDEFINT: Definitions for Integration. * TLIMIT: Definitions for Limits. * TLIMSWITCH: Definitions for Limits. * TO_LISP: Definitions for Command Line. * TOBREAK: Definitions for Command Line. * TODD_COXETER: Definitions for Groups. * TOPLEVEL: Definitions for Command Line. * TOTALDISREP: Definitions for Polynomials. * TOTIENT: Definitions for Number Theory. * TPARTPOL: Definitions for Symmetries. * TR_ARRAY_AS_REF: Definitions for Function Definition. * TR_BOUND_FUNCTION_APPLYP: Definitions for Function Definition. * TR_FILE_TTY_MESSAGESP: Definitions for Function Definition. * TR_FLOAT_CAN_BRANCH_COMPLEX: Definitions for Function Definition. * TR_FUNCTION_CALL_DEFAULT: Definitions for Function Definition. * TR_GEN_TAGS: Definitions for Function Definition. * TR_NUMER: Definitions for Function Definition. * TR_OPTIMIZE_MAX_LOOP: Definitions for Function Definition. * TR_OUTPUT_FILE_DEFAULT: Definitions for Function Definition. * TR_PREDICATE_BRAIN_DAMAGE: Definitions for Function Definition. * TR_SEMICOMPILE: Definitions for Function Definition. * TR_STATE_VARS: Definitions for Function Definition. * TR_TRUE_NAME_OF_FILE_BEING_TRANSLATED: Definitions for Function Definition. * TR_VERSION: Definitions for Function Definition. * TR_WARN_BAD_FUNCTION_CALLS: Definitions for Function Definition. * TR_WARN_FEXPR: Definitions for Function Definition. * TR_WARN_MEVAL: Definitions for Function Definition. * TR_WARN_MODE: Definitions for Function Definition. * TR_WARN_UNDECLARED: Definitions for Function Definition. * TR_WARN_UNDEFINED_VARIABLE: Definitions for Function Definition. * TR_WARNINGS_GET: Definitions for Function Definition. * TR_WINDY: Definitions for Function Definition. * TRACE: Definitions for Debugging. * TRACE_OPTIONS: Definitions for Debugging. * TRANSBIND: Definitions for Function Definition. * TRANSCOMPILE: Definitions for Function Definition. * TRANSFORM: Definitions for Ctensor. * TRANSLATE: Definitions for Function Definition. * TRANSLATE_FILE: Definitions for Function Definition. * TRANSPOSE: Definitions for Matrices and Linear Algebra. * TRANSRUN: Definitions for Function Definition. * TREILLIS: Definitions for Symmetries. * TREINAT: Definitions for Symmetries. * TRIANGULARIZE: Definitions for Matrices and Linear Algebra. * TRIGEXPAND: Definitions for Trigonometric. * TRIGEXPANDPLUS: Definitions for Trigonometric. * TRIGEXPANDTIMES: Definitions for Trigonometric. * TRIGINVERSES: Definitions for Trigonometric. * TRIGRAT: Definitions for Trigonometric. * TRIGREDUCE: Definitions for Trigonometric. * TRIGSIGN: Definitions for Trigonometric. * TRIGSIMP: Definitions for Trigonometric. * TRUE: Definitions for Constants. * TRUNC: Definitions for Series. * TSETUP: Definitions for Ctensor. * TTRANSFORM: Definitions for Ctensor. * TTYINTFUN: Definitions for Command Line. * TTYINTNUM: Definitions for Command Line. * TTYOFF: Definitions for Input and Output. * ULTRASPHERICAL: Definitions for Orthogonal Polynomials. * UNDECLAREDWARN: Definitions for Function Definition. * UNDIFF: Definitions for Differentiation. * UNITEIGENVECTORS: Definitions for Matrices and Linear Algebra. * UNITVECTOR: Definitions for Matrices and Linear Algebra. * UNKNOWN: Definitions for Simplification. * UNORDER: Definitions for Operators. * UNSUM: Definitions for Series. * UNTELLRAT: Definitions for Polynomials. * UNTRACE: Definitions for Debugging. * USE_FAST_ARRAYS: Definitions for Arrays and Tables. * VALUES: Definitions for Command Line. * VECT_CROSS: Definitions for Matrices and Linear Algebra. * VECTORPOTENTIAL: Definitions for Operators. * VECTORSIMP: Definitions for Matrices and Linear Algebra. * VERB: Definitions for Expressions. * VERBIFY: Definitions for Expressions. * VERBOSE: Definitions for Series. * WEYL: Definitions for Tensor. * WITH_STDOUT: Definitions for Input and Output. * WRITEFILE: Definitions for Input and Output. * xgraph_curves: Definitions for Plotting. * XTHRU: Definitions for Operators. * ZEROBERN: Definitions for Number Theory. * ZEROEQUIV: Definitions for Operators. * ZEROMATRIX: Definitions for Matrices and Linear Algebra. * ZETA: Definitions for Number Theory. * ZETA%PI: Definitions for Number Theory. * ZRPOLY: Definitions for Equations. * ZSOLVE: Definitions for Equations. * ZUNDERFLOW: Definitions for Floating Point.