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/*
VASP modular - vector assembling signal processor / objects for Max/MSP and PD
Copyright (c) 2002 Thomas Grill (xovo@gmx.net)
For information on usage and redistribution, and for a DISCLAIMER OF ALL
WARRANTIES, see the file, "license.txt," in this distribution.
*/
#ifndef __VASP_OPS_ARITH_H
#define __VASP_OPS_ARITH_H
#include "opbase.h"
// Arithmetic math functions
namespace VecOp {
BL d_add(OpParam &p);
BL d_sub(OpParam &p);
BL d_subr(OpParam &p);
BL d_mul(OpParam &p);
BL d_div(OpParam &p);
BL d_divr(OpParam &p);
BL d_mod(OpParam &p);
BL d_cadd(OpParam &p);
BL d_csub(OpParam &p);
BL d_csubr(OpParam &p);
BL d_cmul(OpParam &p);
BL d_cdiv(OpParam &p);
BL d_cdivr(OpParam &p);
BL d_sqr(OpParam &p);
BL d_ssqr(OpParam &p);
BL d_csqr(OpParam &p);
BL d_cpowi(OpParam &p);
BL d_sign(OpParam &p);
BL d_abs(OpParam &p);
BL d_cabs(OpParam &p);
}
namespace VaspOp {
inline Vasp *m_add(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_rbin(p,src,arg,dst,VecOp::d_add); } // add to (one vec or real)
inline Vasp *m_sub(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_rbin(p,src,arg,dst,VecOp::d_sub); } // sub from (one vec or real)
inline Vasp *m_subr(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_rbin(p,src,arg,dst,VecOp::d_subr); } // reverse sub from (one vec or real)
inline Vasp *m_mul(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_rbin(p,src,arg,dst,VecOp::d_mul); } // mul with (one vec or real)
inline Vasp *m_div(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_rbin(p,src,arg,dst,VecOp::d_div); } // div by (one vec or real)
inline Vasp *m_divr(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_rbin(p,src,arg,dst,VecOp::d_divr); } // reverse div by (one vec or real)
inline Vasp *m_mod(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_rbin(p,src,arg,dst,VecOp::d_mod); } // modulo by (one vec or real)
inline Vasp *m_cadd(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_cbin(p,src,arg,dst,VecOp::d_cadd); } // complex add (pairs of vecs or complex)
inline Vasp *m_csub(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_cbin(p,src,arg,dst,VecOp::d_csub); } // complex sub (pairs of vecs or complex)
inline Vasp *m_csubr(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_cbin(p,src,arg,dst,VecOp::d_csubr); } // reverse complex sub (pairs of vecs or complex)
inline Vasp *m_cmul(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_cbin(p,src,arg,dst,VecOp::d_cmul); } // complex mul (pairs of vecs or complex)
inline Vasp *m_cdiv(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_cbin(p,src,arg,dst,VecOp::d_cdiv); } // complex div (pairs of vecs or complex)
inline Vasp *m_cdivr(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL) { return m_cbin(p,src,arg,dst,VecOp::d_cdivr); } // complex reverse div (pairs of vecs or complex)
inline Vasp *m_sqr(OpParam &p,Vasp &src,Vasp *dst = NULL) { return m_run(p,src,dst,VecOp::d_sqr); } // unsigned square
inline Vasp *m_ssqr(OpParam &p,Vasp &src,Vasp *dst = NULL) { return m_run(p,src,dst,VecOp::d_ssqr); } // signed square
inline Vasp *m_csqr(OpParam &p,Vasp &src,Vasp *dst = NULL) { return m_cun(p,src,dst,VecOp::d_csqr); } // complex square (with each two channels)
// inline Vasp *m_csqrt(OpParam &p,Vasp &src,Vasp *dst = NULL) { return m_cun(p,src,dst,VecOp::d_csqrt); } // complex square root (how about branches?)
Vasp *m_cpowi(OpParam &p,Vasp &src,const Argument &arg,Vasp *dst = NULL); // complex integer power (with each two channels)
inline Vasp *m_sign(OpParam &p,Vasp &src,Vasp *dst = NULL) { return m_run(p,src,dst,VecOp::d_sign); } // sign function
inline Vasp *m_abs(OpParam &p,Vasp &src,Vasp *dst = NULL) { return m_run(p,src,dst,VecOp::d_abs); } // absolute values
inline Vasp *m_cabs(OpParam &p,Vasp &src,Vasp *dst = NULL) { return m_cun(p,src,dst,VecOp::d_cabs); } // absolute values
}
#endif
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