;
#endif // def INLINE_EX_CONSTRUCTORS
+#ifdef CINT_CONVERSION_WORKAROUND
+ // workaround to fix the missing automatic derived->basic->ex conversion
+ const ex & operator=(const basic & other)
+ {
+ return *this=ex(other);
+ }
+#endif // def CINT_CONVERSION_WORKAROUND
+
// other constructors
public:
ex(const basic & other)
;
#endif // def INLINE_EX_CONSTRUCTORS
+ /** Construct ex from string and a list of symbols. The input grammar is
+ * similar to the GiNaC output format. All symbols to be used in the
+ * expression must be specified in a lst in the second argument. Undefined
+ * symbols and other parser errors will throw an exception. */
+ ex(const string &s, const ex &l)
+#ifdef INLINE_EX_CONSTRUCTORS
+ {
+ construct_from_string_and_lst(s, l);
+#ifdef OBSCURE_CINT_HACK
+ update_last_created_or_assigned_bp();
+#endif // def OBSCURE_CINT_HACK
+ }
+#else
+;
+#endif // def INLINE_EX_CONSTRUCTORS
+
// functions overriding virtual functions from bases classes
// none
unsigned nops() const;
ex expand(unsigned options=0) const;
bool has(const ex & other) const;
+#ifdef CINT_CONVERSION_WORKAROUND
+ bool has(basic const & other) const { return has(ex(other)); }
+#endif // def CINT_CONVERSION_WORKAROUND
int degree(const symbol & s) const;
int ldegree(const symbol & s) const;
ex coeff(const symbol & s, int n=1) const;
ex lcoeff(const symbol & s) const { return coeff(s, degree(s)); }
ex tcoeff(const symbol & s) const { return coeff(s, ldegree(s)); }
- ex numer(bool normalize = true) const;
- ex denom(bool normalize = true) const;
+ ex numer(void) const;
+ ex denom(void) const;
ex unit(const symbol &x) const;
ex content(const symbol &x) const;
numeric integer_content(void) const;
ex primpart(const symbol &x) const;
ex primpart(const symbol &x, const ex &cont) const;
+#ifdef CINT_CONVERSION_WORKAROUND
+ ex primpart(const symbol &x, const basic &cont) const { return primpart(x,ex(cont)); }
+#endif // def CINT_CONVERSION_WORKAROUND
ex normal(int level = 0) const;
+ ex to_rational(lst &repl_lst) const;
ex smod(const numeric &xi) const;
numeric max_coefficient(void) const;
ex collect(const symbol & s) const;
ex eval(int level = 0) const;
ex evalf(int level = 0) const;
ex diff(const symbol & s, unsigned nth = 1) const;
- ex series(const symbol & s, const ex & point, int order = 6) const;
+ ex series(const ex & r, int order) const;
+#ifdef CINT_CONVERSION_WORKAROUND
+ ex series(const basic & r, int order) const { return series(ex(r),order); }
+#endif // def CINT_CONVERSION_WORKAROUND
ex subs(const lst & ls, const lst & lr) const;
ex subs(const ex & e) const;
+#ifdef CINT_CONVERSION_WORKAROUND
+ ex subs(const basic & e) const { return subs(ex(e)); }
+#endif // def CINT_CONVERSION_WORKAROUND
exvector get_indices(void) const;
ex simplify_ncmul(const exvector & v) const;
ex operator[](const ex & index) const;
+#ifdef CINT_CONVERSION_WORKAROUND
+ ex operator[](const basic & index) const { return operator[](ex(index)); }
+#endif // def CINT_CONVERSION_WORKAROUND
ex operator[](int i) const;
ex op(int i) const;
ex & let_op(int i);
+ ex lhs(void) const;
+ ex rhs(void) const;
int compare(const ex & other) const
#ifdef INLINE_EX_CONSTRUCTORS
{
#else
;
#endif // def INLINE_EX_CONSTRUCTORS
+#ifdef CINT_CONVERSION_WORKAROUND
+ int compare(const basic & other) const { return compare(ex(other)); }
+#endif // def CINT_CONVERSION_WORKAROUND
bool is_equal(const ex & other) const
#ifdef INLINE_EX_CONSTRUCTORS
{
#else
;
#endif // def INLINE_EX_CONSTRUCTORS
+#ifdef CINT_CONVERSION_WORKAROUND
+ bool is_equal(const basic & other) const { return is_equal(ex(other)); }
+#endif // def CINT_CONVERSION_WORKAROUND
bool is_zero(void) const {return compare(_ex0())==0;};
unsigned return_type(void) const;
unsigned gethash(void) const;
ex exadd(const ex & rh) const;
+#ifdef CINT_CONVERSION_WORKAROUND
+ ex exadd(const basic & rh) const { return exadd(ex(rh)); }
+#endif // def CINT_CONVERSION_WORKAROUND
ex exmul(const ex & rh) const;
+#ifdef CINT_CONVERSION_WORKAROUND
+ ex exmul(const basic & rh) const { return exmul(ex(rh)); }
+#endif // def CINT_CONVERSION_WORKAROUND
ex exncmul(const ex & rh) const;
+#ifdef CINT_CONVERSION_WORKAROUND
+ ex exncmul(const basic & rh) const { return exncmul(ex(rh)); }
+#endif // def CINT_CONVERSION_WORKAROUND
private:
void construct_from_basic(const basic & other);
void construct_from_int(int i);
void construct_from_long(long i);
void construct_from_ulong(unsigned long i);
void construct_from_double(double d);
+ void construct_from_string_and_lst(const string &s, const ex &l);
void makewriteable();
#ifdef OBSCURE_CINT_HACK
}
last_created_or_assigned_bp=bp;
++last_created_or_assigned_bp->refcount;
+ last_created_or_assigned_exp=(long)(void *)(this);
}
#endif // def OBSCURE_CINT_HACK
public:
basic *bp;
#ifdef OBSCURE_CINT_HACK
- static basic *last_created_or_assigned_bp;
+ static basic * last_created_or_assigned_bp;
+ static basic * dummy_bp;
+ static long last_created_or_assigned_exp;
#endif // def OBSCURE_CINT_HACK
};
inline ex coeff(const ex & thisex, const symbol & s, int n=1)
{ return thisex.coeff(s, n); }
-inline ex numer(const ex & thisex, bool normalize = true)
-{ return thisex.numer(normalize); }
+inline ex numer(const ex & thisex)
+{ return thisex.numer(); }
-inline ex denom(const ex & thisex, bool normalize = true)
-{ return thisex.denom(normalize); }
+inline ex denom(const ex & thisex)
+{ return thisex.denom(); }
inline ex normal(const ex & thisex, int level=0)
{ return thisex.normal(level); }
+inline ex to_rational(const ex & thisex, lst & repl_lst)
+{ return thisex.to_rational(repl_lst); }
+
inline ex collect(const ex & thisex, const symbol & s)
{ return thisex.collect(s); }
inline ex diff(const ex & thisex, const symbol & s, unsigned nth = 1)
{ return thisex.diff(s, nth); }
-inline ex series(const ex & thisex, const symbol & s, const ex & point, int order = 6)
-{ return thisex.series(s, point, order); }
+inline ex series(const ex & thisex, const ex & r, int order)
+{ return thisex.series(r, order); }
inline ex subs(const ex & thisex, const ex & e)
{ return thisex.subs(e); }
inline ex subs(const ex & thisex, const lst & ls, const lst & lr)
{ return thisex.subs(ls, lr); }
+inline ex op(const ex & thisex, int i)
+{ return thisex.op(i); }
+
+inline ex lhs(const ex & thisex)
+{ return thisex.lhs(); }
+
+inline ex rhs(const ex & thisex)
+{ return thisex.rhs(); }
+
+inline bool is_zero(const ex & thisex)
+{ return thisex.is_zero(); }
+
inline void swap(ex & e1, ex & e2)
{ e1.swap(e2); }