Class Expr
- java.lang.Object
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- com.wolfram.jlink.Expr
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- All Implemented Interfaces:
java.io.Serializable
,java.lang.Iterable<Expr>
public final class Expr extends java.lang.Object implements java.io.Serializable, java.lang.Iterable<Expr>
The Expr class is a representation of arbitrary Mathematica expressions in Java. Exprs are created by reading an expression from a link (using the getExpr() method), they can be decomposed into component Exprs with methods like head() and part(), and their structure can be queried with methods like length(), numberQ(), and matrixQ(). All these methods will be familiar to Mathematica programmers, and their Expr counterparts work similarly. Like Mathematica expressions, Exprs are immutable, meaning they can never be changed once they are created. Operations that might appear to modify an Expr (like delete()) return new modified Exprs without changing the original.Exprs are stored initially in a very efficient way, and they can be created and written to links very quickly. When you call operations that inspect their structure or that extract component parts, however, it is likely that they must be unpacked into a more Java-native form that requires more memory.
In its present state, Expr has four main uses:
(1) Storing expressions read from a link so that they can be later written to another link. This use replaces functionality that C-language programmers would use a loopback link for. (J/Link has a LoopbackLink interface as well, but Expr affords an even easier method.)
Expr e = ml.getExpr(); // ... Later, write it to a different MathLink: otherML.put(e); e.dispose();
Note that if you just want to move an expression immediately from one link to another, you can use the MathLink method transferExpression() and avoid creating an Expr to store it.(2) Many of the KernelLink methods take either a string or an Expr. If it is not convenient to build a string of Mathematica input, you can use an Expr. There are two ways to build an Expr: you can use a constructor, or you can create a loopback link as a scratchpad, build the expression on this link with a series of MathLink put calls, then read the expression off the loopback link using getExpr(). Here is an example that creates an Expr that represents 2+2 and computes it in Mathematica using these two techniques:
// First method: Build it using Expr constructors: Expr e1 = new Expr(new Expr(Expr.SYMBOL, "Plus"), new Expr[]{new Expr(2), new Expr(2)}); // ml is a KernelLink String result = ml.evaluateToOutputForm(e1, 72); // Second method: Build it on a LoopbackLink with MathLink calls: LoopbackLink loop = MathLinkFactory.createLoopbackLink(); loop.putFunction("Plus", 2); loop.put(2); loop.put(2); Expr e2 = loop.getExpr(); loop.close(); result = ml.evaluateToOutputForm(e2, 72); e2.dispose();
(3) Getting a string representation of an expression. Sometimes you want to be able to produce a readable string form of an entire expression, particularly for debugging. The toString() method will do this for you:// This code will print out the next expression waiting on the link without // consuming it, so that the state of the link is unchanged: System.out.println("Next expression is: " + ml.peekExpr().toString());
(4) Examining the structure or properties of an expression. Although it is possible to do this sort of thing with MathLink calls, it is very difficult in general. Expr lets you read an entire expression from a link and then examine it using a very high-level interface and without having to worry about managing your current position in an incoming stream of data.Expr is a work in progress. It will be expanded in the future.
- See Also:
- Serialized Form
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Field Summary
Fields Modifier and Type Field Description static int
BIGDECIMAL
A type constant representing floating point numbers larger than can fit in a Java double, for use in an Expr constructor, vectorQ(type), or matrixQ(type).static int
BIGINTEGER
A type constant representing integers larger than can fit in a Java int, for use in an Expr constructor, vectorQ(type), or matrixQ(type).static int
COMPLEX
A type constant representing complex numbers, for use in an Expr constructor, vectorQ(type), or matrixQ(type).static Expr
INT_MINUSONE
Unused for now.static Expr
INT_ONE
Unused for now.static Expr
INT_ZERO
Unused for now.static int
INTEGER
A type constant representing integers, for use in an Expr constructor, vectorQ(type), or matrixQ(type).static int
RATIONAL
A type constant representing rational numbers, for use in an Expr constructor, vectorQ(type), or matrixQ(type).static int
REAL
A type constant representing real numbers, for use in an Expr constructor, vectorQ(type), or matrixQ(type).static int
STRING
A type constant representing strings, for use in an Expr constructor, vectorQ(type), or matrixQ(type).static Expr
SYM_COMPLEX
Unused for now.static Expr
SYM_FALSE
Unused for now.static Expr
SYM_INTEGER
Unused for now.static Expr
SYM_LIST
Unused for now.static Expr
SYM_NULL
Unused for now.static Expr
SYM_RATIONAL
Unused for now.static Expr
SYM_REAL
Unused for now.static Expr
SYM_STRING
Unused for now.static Expr
SYM_SYMBOL
Unused for now.static Expr
SYM_TRUE
Unused for now.static int
SYMBOL
A type constant representing symbols, for use in an Expr constructor, vectorQ(type), or matrixQ(type).
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Constructor Summary
Constructors Constructor Description Expr(byte[] val)
Creates an Expr representing a Mathematica list of bytes with the specified value.Expr(byte[][] val)
Creates an Expr representing a Mathematica matrix of bytes with the specified value.Expr(byte[][][] val)
Creates an Expr representing a depth-3 Mathematica array of bytes with the specified value.Expr(double val)
Creates an Expr representing a Mathematica Real with the specified value.Expr(double[] val)
Creates an Expr representing a Mathematica list of reals with the specified value.Expr(double[][] val)
Creates an Expr representing a Mathematica matrix of reals with the specified value.Expr(double[][][] val)
Creates an Expr representing a depth-3 Mathematica array of reals with the specified value.Expr(int[] val)
Creates an Expr representing a Mathematica list of integers with the specified value.Expr(int[][] val)
Creates an Expr representing a Mathematica matrix of integers with the specified value.Expr(int[][][] val)
Creates an Expr representing a depth-3 Mathematica array of integers with the specified value.Expr(int type, java.lang.String val)
Creates an Expr representing a Mathematica Integer, Real, String, or Symbol whose value is given by the supplied string (for example "2", "3.14", or "Plus").Expr(long val)
Creates an Expr representing a Mathematica Integer with the specified value.Expr(long[] val)
Creates an Expr representing a Mathematica list of integers with the specified value.Expr(long[][] val)
Creates an Expr representing a Mathematica matrix of integers with the specified value.Expr(long[][][] val)
Creates an Expr representing a depth-3 Mathematica array of integers with the specified value.Expr(short[] val)
Creates an Expr representing a Mathematica list of short integers with the specified value.Expr(short[][] val)
Creates an Expr representing a Mathematica matrix of short integers with the specified value.Expr(short[][][] val)
Creates an Expr representing a depth-3 Mathematica array of short integers with the specified value.Expr(Expr head, Expr... args)
Creates an Expr with the given head and arguments.Expr(java.lang.String val)
Creates an Expr representing a Mathematica String with the specified value.Expr(java.lang.String head, Expr... args)
Creates an Expr with the given head and arguments.Expr(java.math.BigDecimal val)
Creates an Expr representing a large Mathematica Real with the specified value.Expr(java.math.BigInteger val)
Creates an Expr representing a large Mathematica Integer with the specified value.
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Method Summary
All Methods Static Methods Instance Methods Concrete Methods Modifier and Type Method Description Expr[]
args()
Gives an array of Exprs representing the arguments of this Expr.java.lang.Object
asArray(int reqType, int depth)
Gives a Java array representation with the requested depth and element type.java.math.BigDecimal
asBigDecimal()
Gives the BigDecimal value for Exprs that can be represented as BigDecimals (this is exactly the set for which integerQ() or realQ() returns true).java.math.BigInteger
asBigInteger()
Gives the BigInteger value for Exprs that can be represented as BigIntegers (this is exactly the set for which integerQ() or realQ() returns true).double
asDouble()
Gives the double value for Exprs that can be represented as doubles (this is exactly the set for which integerQ() or realQ() or rationalQ() returns true).int
asInt()
Gives the integer value for Exprs that can be represented as integers (this is exactly the set for which integerQ() returns true).long
asLong()
Gives the long value for Exprs that can be represented as integers (this is exactly the set for which integerQ() returns true).java.lang.String
asString()
Gives the string value for Exprs that can be represented as strings (this is exactly the set for which stringQ() or symbolQ() returns true).boolean
atomQ()
Tells whether the Expr represents a Mathematica atom.boolean
bigDecimalQ()
Tells whether the Expr represents a Mathematica real (floating-point) number, but requires more digits to store than can fit into a Java double.boolean
bigIntegerQ()
Tells whether the Expr represents a Mathematica integer, but requires more digits to store than can fit into a Java int.boolean
complexQ()
Tells whether the Expr represents a complex number.static Expr
createFromLink(MathLink ml)
This factory method will only be used by advanced programmers who are creating their own classes that implement the MathLink interface.Expr
delete(int n)
Returns a new Expr that has the same head but the nth element deleted (counted from the end if n is negative).int[]
dimensions()
Gives an array of integers representing the dimensions of this Expr.void
dispose()
Frees resources that the Expr uses internally.boolean
equals(java.lang.Object obj)
Implements an equality comparison that is similar to Mathematica's SameQ.int
hashCode()
Expr
head()
Gives a new Expr representing the head of this Expr.double
im()
Gives the imaginary part of an Expr that represents a complex number.Expr
insert(Expr e, int n)
Returns a new Expr that has the same head but with e inserted into position n (counted from the end if n is negative).boolean
integerQ()
Tells whether the Expr represents a Mathematica integer.java.util.Iterator<Expr>
iterator()
Provides anIterator
to traverse this expression's arguments.int
length()
Gives the length (the number of arguments) of this Expr.boolean
listQ()
Tells whether the Expr represents a Mathematica list (that is, it has head List).boolean
matrixQ()
Tells whether the Expr represents a Mathematica matrix (that is, it has head List, every element has head List, and no deeper parts are themselves lists).boolean
matrixQ(int eType)
Tells whether the Expr represents a Mathematica matrix, every element of which is of the specified type.boolean
numberQ()
Tells whether the Expr represents a number (real, integer, rational, or complex).Expr
part(int i)
Gives a new Expr representing the specified part of this Expr.Expr
part(int[] ia)
Gives a new Expr representing the specified part of this Expr.void
put(MathLink ml)
Not intended for general use.boolean
rationalQ()
Tells whether the Expr represents a rational number.double
re()
Gives the real part of an Expr that represents a complex number.boolean
realQ()
Tells whether the Expr represents a real (floating-point) number.boolean
stringQ()
Tells whether the Expr represents a Mathematica string.boolean
symbolQ()
Tells whether the Expr represents a Mathematica symbol.Expr
take(int n)
Returns a new Expr that has the same head but only the first n elements of this Expr (or last n elements if n is negative).java.lang.String
toString()
Gives a readable string representation.boolean
trueQ()
Tells whether the Expr represents the Mathematica symbol True.boolean
vectorQ()
Tells whether the Expr represents a Mathematica vector (that is, it has head List, and no parts are themselves lists).boolean
vectorQ(int eType)
Tells whether the Expr represents a Mathematica vector, every element of which is of the specified type.
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Field Detail
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INTEGER
public static final int INTEGER
A type constant representing integers, for use in an Expr constructor, vectorQ(type), or matrixQ(type).- See Also:
Expr(int, String)
,vectorQ(int)
,matrixQ(int)
, Constant Field Values
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REAL
public static final int REAL
A type constant representing real numbers, for use in an Expr constructor, vectorQ(type), or matrixQ(type).- See Also:
Expr(int, String)
,vectorQ(int)
,matrixQ(int)
, Constant Field Values
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STRING
public static final int STRING
A type constant representing strings, for use in an Expr constructor, vectorQ(type), or matrixQ(type).- See Also:
Expr(int, String)
,vectorQ(int)
,matrixQ(int)
, Constant Field Values
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SYMBOL
public static final int SYMBOL
A type constant representing symbols, for use in an Expr constructor, vectorQ(type), or matrixQ(type).- See Also:
Expr(int, String)
,vectorQ(int)
,matrixQ(int)
, Constant Field Values
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RATIONAL
public static final int RATIONAL
A type constant representing rational numbers, for use in an Expr constructor, vectorQ(type), or matrixQ(type).- See Also:
Expr(int, String)
,vectorQ(int)
,matrixQ(int)
, Constant Field Values
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COMPLEX
public static final int COMPLEX
A type constant representing complex numbers, for use in an Expr constructor, vectorQ(type), or matrixQ(type).- See Also:
Expr(int, String)
,vectorQ(int)
,matrixQ(int)
, Constant Field Values
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BIGINTEGER
public static final int BIGINTEGER
A type constant representing integers larger than can fit in a Java int, for use in an Expr constructor, vectorQ(type), or matrixQ(type).- See Also:
Expr(int, String)
,vectorQ(int)
,matrixQ(int)
, Constant Field Values
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BIGDECIMAL
public static final int BIGDECIMAL
A type constant representing floating point numbers larger than can fit in a Java double, for use in an Expr constructor, vectorQ(type), or matrixQ(type).- See Also:
Expr(int, String)
,vectorQ(int)
,matrixQ(int)
, Constant Field Values
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SYM_SYMBOL
public static final Expr SYM_SYMBOL
Unused for now.
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SYM_INTEGER
public static final Expr SYM_INTEGER
Unused for now.
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SYM_REAL
public static final Expr SYM_REAL
Unused for now.
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SYM_STRING
public static final Expr SYM_STRING
Unused for now.
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SYM_RATIONAL
public static final Expr SYM_RATIONAL
Unused for now.
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SYM_COMPLEX
public static final Expr SYM_COMPLEX
Unused for now.
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SYM_LIST
public static final Expr SYM_LIST
Unused for now.
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SYM_TRUE
public static final Expr SYM_TRUE
Unused for now.
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SYM_FALSE
public static final Expr SYM_FALSE
Unused for now.
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SYM_NULL
public static final Expr SYM_NULL
Unused for now.
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INT_ONE
public static final Expr INT_ONE
Unused for now.
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INT_ZERO
public static final Expr INT_ZERO
Unused for now.
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INT_MINUSONE
public static final Expr INT_MINUSONE
Unused for now.
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Constructor Detail
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Expr
public Expr(int type, java.lang.String val)
Creates an Expr representing a Mathematica Integer, Real, String, or Symbol whose value is given by the supplied string (for example "2", "3.14", or "Plus").- Parameters:
type
- the type of the Expr; must be one of INTEGER, REAL, BIGINTEGER, BIGDECIMAL, STRING, or SYMBOLval
- the value of the Expr, interpreted according to the type argument- Throws:
java.lang.IllegalArgumentException
- if an unsupported type is specified
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Expr
public Expr(long val)
Creates an Expr representing a Mathematica Integer with the specified value.- Parameters:
val
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Expr
public Expr(double val)
Creates an Expr representing a Mathematica Real with the specified value.- Parameters:
val
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Expr
public Expr(java.lang.String val)
Creates an Expr representing a Mathematica String with the specified value.- Parameters:
val
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Expr
public Expr(byte[] val)
Creates an Expr representing a Mathematica list of bytes with the specified value. The values are converted to unsigned bytes when written to a link (so that this represents the common Mathematica NumericArray["UnsignedInteger8"] or ByteArray type).- Parameters:
val
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Expr
public Expr(short[] val)
Creates an Expr representing a Mathematica list of short integers with the specified value.- Parameters:
val
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Expr
public Expr(int[] val)
Creates an Expr representing a Mathematica list of integers with the specified value.- Parameters:
val
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Expr
public Expr(long[] val)
Creates an Expr representing a Mathematica list of integers with the specified value.- Parameters:
val
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Expr
public Expr(double[] val)
Creates an Expr representing a Mathematica list of reals with the specified value.- Parameters:
val
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Expr
public Expr(byte[][] val)
Creates an Expr representing a Mathematica matrix of bytes with the specified value.- Parameters:
val
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Expr
public Expr(short[][] val)
Creates an Expr representing a Mathematica matrix of short integers with the specified value.- Parameters:
val
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Expr
public Expr(int[][] val)
Creates an Expr representing a Mathematica matrix of integers with the specified value.- Parameters:
val
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Expr
public Expr(long[][] val)
Creates an Expr representing a Mathematica matrix of integers with the specified value.- Parameters:
val
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Expr
public Expr(double[][] val)
Creates an Expr representing a Mathematica matrix of reals with the specified value.- Parameters:
val
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Expr
public Expr(byte[][][] val)
Creates an Expr representing a depth-3 Mathematica array of bytes with the specified value.- Parameters:
val
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Expr
public Expr(short[][][] val)
Creates an Expr representing a depth-3 Mathematica array of short integers with the specified value.- Parameters:
val
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Expr
public Expr(int[][][] val)
Creates an Expr representing a depth-3 Mathematica array of integers with the specified value.- Parameters:
val
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Expr
public Expr(long[][][] val)
Creates an Expr representing a depth-3 Mathematica array of integers with the specified value.- Parameters:
val
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Expr
public Expr(double[][][] val)
Creates an Expr representing a depth-3 Mathematica array of reals with the specified value.- Parameters:
val
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Expr
public Expr(java.math.BigInteger val)
Creates an Expr representing a large Mathematica Integer with the specified value.- Parameters:
val
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Expr
public Expr(java.math.BigDecimal val)
Creates an Expr representing a large Mathematica Real with the specified value.- Parameters:
val
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Expr
public Expr(Expr head, Expr... args)
Creates an Expr with the given head and arguments.- Parameters:
head
- an Expr giving the head of this Exprargs
- an array or sequence of Exprs giving the arguments of this Expr; pass null or leave empty for no arguments
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Expr
public Expr(java.lang.String head, Expr... args)
Creates an Expr with the given head and arguments.- Parameters:
head
- a String giving the head of this Expr as a symbol nameargs
- an array or sequence of Exprs giving the arguments of this Expr; pass null or leave empty for no arguments
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Method Detail
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createFromLink
public static Expr createFromLink(MathLink ml) throws MathLinkException
This factory method will only be used by advanced programmers who are creating their own classes that implement the MathLink interface. You would call this method in your implementation of getExpr(). In other words, this method exists not as a means for casual users to create Exprs from a link (use the MathLink method getExpr() instead), but so that MathLink implementors can write their own getExpr() methods without having to know anything about the internals of the Expr class. Exprs know how to read themselves off a link.- Parameters:
ml
-- Returns:
- the newly-created expr read off the link
- Throws:
MathLinkException
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equals
public boolean equals(java.lang.Object obj)
Implements an equality comparison that is similar to Mathematica's SameQ. It is not guaranteed to have the same behavior as SameQ. For example, it is possible in some rare circumstances to have two Exprs that contain real numbers, and Mathematica would say the Exprs satisfy SameQ but they would not satsify equals() in Java.- Overrides:
equals
in classjava.lang.Object
- Parameters:
obj
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hashCode
public int hashCode()
- Overrides:
hashCode
in classjava.lang.Object
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dispose
public void dispose()
Frees resources that the Expr uses internally. The object should not be used after dispose() has been called. You should get in the habit of calling dispose() on Exprs as soon as you are finished using them.
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head
public Expr head()
Gives a new Expr representing the head of this Expr. Works like the Mathematica function Head.- Returns:
- the head
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args
public Expr[] args()
Gives an array of Exprs representing the arguments of this Expr. For Exprs of type RATIONAL and COMPLEX, returns a two-argument array giving the numerator/denominator or re/im parts, respectively. If there are no args (this is a function with zero arguments, or an atom of type INTEGER, REAL, STRING, SYMBOL, BIGINTEGER, or BIGDECIMAL), then a 0-length aray is returned.- Returns:
- an array of the arguments, as Exprs.
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length
public int length()
Gives the length (the number of arguments) of this Expr. Works like the Mathematica function Length.- Returns:
- the length
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dimensions
public int[] dimensions()
Gives an array of integers representing the dimensions of this Expr. Works like the Mathematica function Dimensions. Assumes the array is rectangular.- Returns:
- the dimensions, as an array
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part
public Expr part(int i)
Gives a new Expr representing the specified part of this Expr. Works like the Mathematica function Part.- Parameters:
i
- the index of the desired part- Returns:
- the specified part, as an Expr
- Throws:
java.lang.IllegalArgumentException
- if i is beyond the bounds of the expression
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part
public Expr part(int[] ia)
Gives a new Expr representing the specified part of this Expr. Works like the Mathematica function Part.This form of part() allows you to extract a part more than one level deep. Thus, e.part(new int[] {3,4}) is like the Mathematica function Part[e, 3, 4] or e[[3]][[4]].
- Parameters:
ia
- the index of the desired part- Returns:
- the specified part, as an Expr
- Throws:
java.lang.IllegalArgumentException
- if any of the part specifications are beyond the bounds of the expression.
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re
public double re() throws ExprFormatException
Gives the real part of an Expr that represents a complex number. For integers and reals, it gives the number itself. Works much like the Mathematica function Re.This method is meaningful only for Exprs that can represent Mathematica complex numbers (which is the set of Exprs for which complexQ, integerQ, realQ, or rationalQ would return true). Otherwise, it throws ExprFormatException.
- Returns:
- The real part of the complex number, or 0 if this Expr is not an integer, real, rational, or complex number
- Throws:
ExprFormatException
- See Also:
im()
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im
public double im() throws ExprFormatException
Gives the imaginary part of an Expr that represents a complex number. Works much like the Mathematica function Im.This method is meaningful only for Exprs that can represent Mathematica complex numbers (which is the set of Exprs for which complexQ, integerQ, realQ, or rationalQ would return true). Otherwise, it throws ExprFormatException.
- Returns:
- The imaginary part of the complex number
- Throws:
ExprFormatException
- if this Expr is not an integer, real, rational, or complex number- See Also:
re()
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toString
public java.lang.String toString()
Gives a readable string representation. This representation is in what amounts to Mathematica FullForm, but it is not guaranteed to be usable directly as Mathematica input.- Overrides:
toString
in classjava.lang.Object
- Returns:
- the string form
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atomQ
public boolean atomQ()
Tells whether the Expr represents a Mathematica atom. Works like the Mathematica function AtomQ.- Returns:
- true, if the Expr is an atom; false otherwise
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stringQ
public boolean stringQ()
Tells whether the Expr represents a Mathematica string. Works like the Mathematica function StringQ.- Returns:
- true, if the Expr is a string; false otherwise
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symbolQ
public boolean symbolQ()
Tells whether the Expr represents a Mathematica symbol. Works like the test in Mathematica: Head[e] === Symbol.- Returns:
- true, if the Expr is a symbol; false otherwise
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integerQ
public boolean integerQ()
Tells whether the Expr represents a Mathematica integer. Works like the Mathematica function IntegerQ.- Returns:
- true, if the Expr is an integer; false otherwise
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realQ
public boolean realQ()
Tells whether the Expr represents a real (floating-point) number. Will be false if it is an integer. Works like the test in Mathematica: Head[e] === Real.- Returns:
- true, if the Expr is a non-integer real number; false otherwise
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rationalQ
public boolean rationalQ()
Tells whether the Expr represents a rational number. Will be false if it is an integer. Works like the test in Mathematica: Head[e] === Rational.- Returns:
- true, if the Expr is a non-integer rational number; false otherwise
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complexQ
public boolean complexQ()
Tells whether the Expr represents a complex number. Will be false if it is an integer or real. Works like the test in Mathematica: Head[e] === Complex.- Returns:
- true, if the Expr is a complex number; false otherwise
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numberQ
public boolean numberQ()
Tells whether the Expr represents a number (real, integer, rational, or complex). Works like the Mathematica function NumberQ.- Returns:
- true, if the Expr is a number type; false otherwise
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bigIntegerQ
public boolean bigIntegerQ()
Tells whether the Expr represents a Mathematica integer, but requires more digits to store than can fit into a Java int.- Returns:
- true, if the Expr is a big integer; false otherwise
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bigDecimalQ
public boolean bigDecimalQ()
Tells whether the Expr represents a Mathematica real (floating-point) number, but requires more digits to store than can fit into a Java double.- Returns:
- true, if the Expr is a "bigfloat" number; false otherwise
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trueQ
public boolean trueQ()
Tells whether the Expr represents the Mathematica symbol True. Works like the Mathematica function TrueQ.- Returns:
- true, if the Expr is the symbol True; false otherwise
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listQ
public boolean listQ()
Tells whether the Expr represents a Mathematica list (that is, it has head List). Works like the Mathematica function ListQ.- Returns:
- true, if the Expr has head List; false otherwise
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vectorQ
public boolean vectorQ()
Tells whether the Expr represents a Mathematica vector (that is, it has head List, and no parts are themselves lists). Works like the Mathematica function VectorQ.- Returns:
- true, if the Expr is a vector; false otherwise
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vectorQ
public boolean vectorQ(int eType)
Tells whether the Expr represents a Mathematica vector, every element of which is of the specified type. Works like the Mathematica function VectorQ.- Parameters:
eType
- an integer constant representing the queried type. Will be one of INTEGER, REAL, STRING, SYMBOL, RATIONAL, COMPLEX.- Returns:
- true, if the Expr is a vector with elements of the specified type; false otherwise
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matrixQ
public boolean matrixQ()
Tells whether the Expr represents a Mathematica matrix (that is, it has head List, every element has head List, and no deeper parts are themselves lists). Works like the Mathematica function MatrixQ.- Returns:
- true, if the Expr is a matrix; false otherwise
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matrixQ
public boolean matrixQ(int eType)
Tells whether the Expr represents a Mathematica matrix, every element of which is of the specified type. Works like the Mathematica function MatrixQ.- Parameters:
eType
- an integer constant representing the queried type. Will be one of INTEGER, REAL, STRING, SYMBOL, RATIONAL, COMPLEX.- Returns:
- true, if the Expr is a matrix with elements of the specified type; false otherwise
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asInt
public int asInt() throws ExprFormatException
Gives the integer value for Exprs that can be represented as integers (this is exactly the set for which integerQ() returns true).- Returns:
- the integer value
- Throws:
ExprFormatException
- if the Expr cannot be represented as an integer (e.g., if it is a function)- See Also:
asDouble()
,asString()
,asArray(int, int)
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asLong
public long asLong() throws ExprFormatException
Gives the long value for Exprs that can be represented as integers (this is exactly the set for which integerQ() returns true).- Returns:
- the long value
- Throws:
ExprFormatException
- if the Expr cannot be represented as a long (e.g., if it is a function)- See Also:
asDouble()
,asString()
,asArray(int, int)
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asDouble
public double asDouble() throws ExprFormatException
Gives the double value for Exprs that can be represented as doubles (this is exactly the set for which integerQ() or realQ() or rationalQ() returns true).- Returns:
- the double value
- Throws:
ExprFormatException
- if the Expr cannot be represented as a double (e.g., if it is a function)- See Also:
asInt()
,asArray(int, int)
,asString()
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asString
public java.lang.String asString() throws ExprFormatException
Gives the string value for Exprs that can be represented as strings (this is exactly the set for which stringQ() or symbolQ() returns true). Do not confuse this method with toString(), which returns a string representation of any Expr in FullForm style.- Returns:
- the string value
- Throws:
ExprFormatException
- if the Expr cannot be represented as a string (e.g., if it is a function)- See Also:
toString()
,asInt()
,asDouble()
,asArray(int, int)
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asBigInteger
public java.math.BigInteger asBigInteger() throws ExprFormatException
Gives the BigInteger value for Exprs that can be represented as BigIntegers (this is exactly the set for which integerQ() or realQ() returns true). The number will be truncated if it is a real.- Returns:
- the BigInteger value
- Throws:
ExprFormatException
- if the Expr cannot be represented as a BigInteger (e.g., if it is a function)- See Also:
asLong()
,asDouble()
,asBigDecimal()
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asBigDecimal
public java.math.BigDecimal asBigDecimal() throws ExprFormatException
Gives the BigDecimal value for Exprs that can be represented as BigDecimals (this is exactly the set for which integerQ() or realQ() returns true).- Returns:
- the BigDecimal value
- Throws:
ExprFormatException
- if the Expr cannot be represented as a BigDecimal (e.g., if it is a function)- See Also:
asLong()
,asDouble()
,asBigInteger()
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asArray
public java.lang.Object asArray(int reqType, int depth) throws ExprFormatException
Gives a Java array representation with the requested depth and element type. The element type must be either INTEGER or REAL, and the current maximum depth is 3. It will throw a MathLinkException if this Expr does not represent a rectangular array of the specified depth, if the elements of the Expr are not of the specified type, or if the heads are not "List" at every level.try { int[][] a = (int[][]) e.asArray(Expr.INTEGER, 2); // ... now work with a } catch (ExprFormatException exc) { // e was not a depth-2 array of integers }
- Parameters:
reqType
- an integer constant representing the requested typedepth
- the depth (number of dimensions) of the returned array. Currently the max is 2.- Returns:
- the array value
- Throws:
ExprFormatException
- if the Expr cannot be represented as an array of the desired type (e.g., if it is an integer, or if it is not the right shape)java.lang.IllegalArgumentException
- if type is not INTEGER or REAL, or depth > 3- See Also:
asInt()
,asDouble()
,asString()
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put
public void put(MathLink ml) throws MathLinkException
Not intended for general use. To write an Expr on a link, use the MathLink.put(Expr) method. This method is only public because developers of MathLink implementations must call it inside their put(Object) methods if the object's type is Expr.- Parameters:
ml
-- Throws:
MathLinkException
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take
public Expr take(int n)
Returns a new Expr that has the same head but only the first n elements of this Expr (or last n elements if n is negative). Works like the Mathematica function Take.- Parameters:
n
- the number of elements to take from the beginning (or end if n is negative).- Returns:
- the shortened Expr.
- Throws:
java.lang.IllegalArgumentException
- if n is beyond the bounds of the expression.
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delete
public Expr delete(int n)
Returns a new Expr that has the same head but the nth element deleted (counted from the end if n is negative). Works like the Mathematica function Delete.- Parameters:
n
- the index of the element to delete (counted from the end if n is negative).- Returns:
- the shortened Expr.
- Throws:
java.lang.IllegalArgumentException
- if n is beyond the bounds of the expression.
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insert
public Expr insert(Expr e, int n)
Returns a new Expr that has the same head but with e inserted into position n (counted from the end if n is negative). Works like the Mathematica function Insert.- Parameters:
e
- the element to insert.n
- the index at which to perform the insertion (counted from the end if n is negative).- Returns:
- the new Expr.
- Throws:
java.lang.IllegalArgumentException
- if n is beyond the bounds of the expression.
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