DIRECTORYMathExpr USING [EXPR],Rope USING [ROPE];MathConstructors: CEDAR DEFINITIONS ~ BEGINROPE: TYPE ~ Rope.ROPE;EXPR: TYPE ~ MathExpr.EXPR;MakePlaceHolder: PROC[] RETURNS[EXPR];MakeInfinity: PROC[] RETURNS[EXPR];MakeInt: PROC[n: ROPE] RETURNS[EXPR];MakeReal: PROC[r: REAL] RETURNS[EXPR];MakeVariable: PROC[var: ROPE] RETURNS[EXPR];MakeGreekVar: PROC[name: ROPE] RETURNS[EXPR]; MakeNot: PROC[a: EXPR] RETURNS[EXPR];MakeNegation: PROC[a: EXPR] RETURNS[EXPR];MakeAnd: PROC[a, b: EXPR] RETURNS[EXPR];MakeOr: PROC[a, b: EXPR] RETURNS[EXPR];MakeSum: PROC[addend, augend: EXPR] RETURNS[EXPR];MakeComplex: PROC[a, b: EXPR] RETURNS[EXPR];MakeDifference: PROC[subtrahend, minuend: EXPR] RETURNS[EXPR];MakeProduct: PROC[multiplier, multiplicand: EXPR] RETURNS[EXPR];MakeFraction: PROC[numerator, denominator: EXPR] RETURNS[EXPR];MakeParen: PROC[a: EXPR] RETURNS[EXPR];MakePow: PROC[base, exponent: EXPR] RETURNS[EXPR];MakeSubscript: PROC[base, subscript: EXPR] RETURNS[EXPR];MakeRadical: PROC[radicand, n: EXPR] RETURNS[EXPR];MakeSummation: PROC[lb, ub, summand: EXPR] RETURNS[EXPR];MakeIntegral: PROC[llim, ulim, integrand, wrt: EXPR] RETURNS[EXPR];MakeIndefiniteIntegral: PROC[integrand, wrt: EXPR] RETURNS[EXPR];MakeMatrix: PROC[nRows, nCols: NAT, rows: LIST OF LIST OF EXPR] RETURNS[EXPR];MakeVector:  PROC[dimension: NAT, elements: LIST OF EXPR, row: BOOL] RETURNS[EXPR];MakeEqFormula: PROC[lhs, rhs: EXPR] RETURNS[EXPR]; MakeNotEqFormula: PROC[lhs, rhs: EXPR] RETURNS[EXPR]; MakeLtFormula: PROC[lhs, rhs: EXPR] RETURNS[EXPR]; MakeLeFormula: PROC[lhs, rhs: EXPR] RETURNS[EXPR];MakeGtFormula: PROC[lhs, rhs: EXPR] RETURNS[EXPR];MakeGeFormula: PROC[lhs, rhs: EXPR] RETURNS[EXPR]; badFormat: ERROR;END.   >  MathConstructors.mesaCarl Waldspurger, August 29, 1986 1:55:55 pm PDTType Abbreviations High Level Expression Constructorseffects:  Constructs and returns an expression for +infinity.effects:  Constructs and returns an integer expression for n.          SIGNALS badFormat if n is not a legal integer.effects:  Constructs and returns a real expression for n.effects:  Constructs and returns a variable expression for var.          SIGNALS badFormat if n is not a legal variable (e.g. invalid chars).effects:  Constructs and returns a greek variable expression for the          lowercase greek letter associated with name (e.g. "gamma", "lambda").       SIGNALS badFormat if name does not name a greek letter.effects: Constructs and returns a matrix expression of size nRows by nCols from rows.         SIGNALS badFormat if dimensions given don't exactly match dimension(rows).effects: Constructs and returns a vector expression of size dimension from elements.         SIGNALS badFormat if dimension doesn't exactly match dimension(elements).Signals & ErrorsЭ╩к  Ш JЪЬЩJЪЬ0Щ0JШ JШ codeЪ╧k	Ш	KЪЬ	ЭЬЭЬШKЪЬЭЬЭЬШKШ ЧJШ Ъ╧nЬЭЬЭЬШ&JШ JЪЭШЧШ JЪЮЩШ JЪЭЬЭЬЭЬШJЪЭЬЭЬЭЬШJШ ЧJЩ ЪЮ"Щ"KШ KЪЮЬЭЬЭЬЭЬШ&KШ KШ ЪЮЬЭЬЭЬЭЬШ#KЪЬ=Щ=KШ ЧЪ
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