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00028 #ifndef _ISLOPE_EVALUATOR_H_
00029 #define _ISLOPE_EVALUATOR_H_
00030
00031 #include <coconut_config.h>
00032 #include <evaluator.h>
00033 #include <expression.h>
00034 #include <model.h>
00035 #include <eval_main.h>
00036 #include <linalg.h>
00037 #include <math.h>
00038 #include <api_exception.h>
00039 #include <Islope.h>
00040
00041 using namespace vgtl;
00042
00043 namespace coco {
00044
00046 typedef Islope (*Islope_evaluator)(const std::vector<Islope>* __x,
00047 const variable_indicator& __v);
00048
00050
00055
00056
00057 struct Islope_eval_type
00058 {
00059 const std::vector<Islope>* x;
00060 std::vector<Islope>* cache;
00061 const model* mod;
00062 void *p;
00063 Islope r;
00064 unsigned int n;
00065 int deg;
00066 };
00067
00069
00075 class Islope_eval :
00076 public cached_forward_evaluator_base<Islope_eval_type,expression_node,
00077 Islope,
00078 expression_const_walker>
00079 {
00080 private:
00081
00082 typedef cached_forward_evaluator_base<Islope_eval_type,expression_node,
00083 Islope, expression_const_walker> _Base;
00084
00085 protected:
00088 bool is_cached(const node_data_type& __data)
00089 {
00090 if(__data.operator_type == EXPRINFO_LIN ||
00091 __data.operator_type == EXPRINFO_QUAD)
00092 return true;
00093 else
00094 return false;
00095 #if 0
00096 if(eval_data.cache && __data.n_parents > 1 && __data.n_children > 0)
00097 return true;
00098 else
00099 return false;
00100 #endif
00101 }
00102
00103 private:
00106 Islope __power(double __coeff, Islope __x, int __exp)
00107 {
00108 if(__exp == 0)
00109 return Islope(1.,__x.order);
00110 else
00111 {
00112 Islope k = __coeff*__x;
00113 switch(__exp)
00114 {
00115 case 1:
00116 return k;
00117 break;
00118 case 2:
00119 return k*k;
00120 break;
00121 case -1:
00122 return 1./k;
00123 break;
00124 case -2:
00125 return 1./(k*k);
00126 break;
00127 default:
00128
00129 break;
00130 }
00131 }
00132 return Islope(0,eval_data.deg);
00133 }
00134
00135 public:
00143 Islope_eval(const std::vector<Islope>& __x, const variable_indicator& __v,
00144 const model& __m, std::vector<Islope>* __c, int __deg) : _Base()
00145 {
00146
00147 eval_data.x = &__x;
00148 eval_data.cache = __c;
00149 eval_data.mod = &__m;
00150 v_ind = &__v;
00151 eval_data.n = 0;
00152 eval_data.deg=__deg;
00153 eval_data.r.setDeg(__deg);
00154 eval_data.r=Islope(0.,__deg);
00155 }
00156
00158 Islope_eval(const Islope_eval& __v) : _Base(__v) {}
00159
00161 ~Islope_eval() {}
00162
00164 expression_const_walker short_cut_to(const expression_node& __data)
00165 {
00166
00167 return eval_data.mod->node(0); }
00168
00172 void new_interval(const std::vector<Islope>& __x, const variable_indicator& __v)
00173 {
00174 eval_data.x = &__x;
00175 v_ind = &__v;
00176 }
00177
00179
00180 void initialize() { return; }
00181
00182 int initialize(const expression_node& __data)
00183 {
00184
00185 eval_data.n = 0;
00186 if(__data.ev && (*__data.ev)[FUNC_RANGE])
00187
00188 {
00189 eval_data.r =
00190 (*(Islope_evaluator)(*__data.ev)[FUNC_RANGE])(eval_data.x,
00191 *v_ind);
00192 return 0;
00193 }
00194 else
00195 {
00196 switch(__data.operator_type)
00197 {
00198 case EXPRINFO_VARIABLE:
00199
00200 eval_data.r = (*eval_data.x)[__data.params.nn()];
00201
00202 break;
00203 case EXPRINFO_SUM:
00204 case EXPRINFO_PROD:
00205 case EXPRINFO_MAX:
00206 case EXPRINFO_MIN:
00207 case EXPRINFO_INVERT:
00208 case EXPRINFO_DIV:
00209 eval_data.r = Islope(__data.params.nd(),eval_data.deg);
00210 break;
00211 case EXPRINFO_MONOME:
00212 case EXPRINFO_IN:
00213 case EXPRINFO_AND:
00214 case EXPRINFO_NOGOOD:
00215 eval_data.r = Islope(1.,eval_data.deg);
00216 break;
00217 case EXPRINFO_ALLDIFF:
00218
00219
00220
00221 case EXPRINFO_MEAN:
00222 case EXPRINFO_IF:
00223 case EXPRINFO_OR:
00224 case EXPRINFO_NOT:
00225 case EXPRINFO_COUNT:
00226 case EXPRINFO_SCPROD:
00227 case EXPRINFO_NORM:
00228 case EXPRINFO_LEVEL:
00229 eval_data.r = Islope(0.,eval_data.deg);
00230 break;
00231 case EXPRINFO_DET:
00232 case EXPRINFO_PSD:
00233
00234 break;
00235 case EXPRINFO_COND:
00236 case EXPRINFO_FEM:
00237 case EXPRINFO_MPROD:
00238
00239 break;
00240 }
00241 return 1;
00242 }
00243 }
00244
00245 void calculate(const expression_node& __data)
00246 {
00247 if(__data.operator_type > 0){
00248
00249 }
00250 }
00251
00252 void retrieve_from_cache(const expression_node& __data)
00253 {
00254
00255 }
00256
00257 int update(const Islope& __rval)
00258 {
00259
00260 eval_data.r = __rval;
00261 return 0;
00262 }
00263
00264 int update(const expression_node& __data, const Islope& __rval)
00265 {
00266
00267
00268
00269 Islope __x(0.,eval_data.deg);
00270 int ret = 0;
00271 if(__data.operator_type < 0)
00272 {
00273 switch(__data.operator_type)
00274 {
00275 case EXPRINFO_CONSTANT:
00276 case EXPRINFO_VARIABLE:
00277 break;
00278 case EXPRINFO_SUM:
00279 case EXPRINFO_MEAN:
00280
00281 eval_data.r = eval_data.r + __data.coeffs[eval_data.n++]*__rval;
00282
00283 break;
00284 case EXPRINFO_PROD:
00285
00286
00287 eval_data.r = eval_data.r * __rval;
00288
00289 break;
00290 case EXPRINFO_MONOME:
00291
00292 eval_data.r = eval_data.r * __power(__data.coeffs[eval_data.n],
00293 __rval, __data.params.n()[eval_data.n]);
00294
00295 eval_data.n++;
00296 break;
00297
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00332
00333 case EXPRINFO_INVERT:
00334 eval_data.r = eval_data.r / __rval;
00335 break;
00336 case EXPRINFO_DIV:
00337
00338
00339 if(eval_data.n == 0)
00340 {
00341 eval_data.r = eval_data.r * __rval;
00342
00343 }
00344 else
00345 eval_data.r = eval_data.r / __rval;
00346 ++eval_data.n;
00347 break;
00348 case EXPRINFO_SQUARE:
00349
00350 __x = __data.coeffs[0]*__rval+__data.params.nd();
00351 eval_data.r = power(__x,2);
00352
00353
00354 break;
00355 case EXPRINFO_INTPOWER:
00356
00357 eval_data.r = __power(__data.coeffs[0], __rval, __data.params.nn());
00358 break;
00359 case EXPRINFO_SQROOT:
00360 eval_data.r = sqrt(__data.coeffs[0]*__rval+__data.params.nd());
00361 break;
00362
00363
00364
00365
00366
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00371
00372
00373 case EXPRINFO_EXP:
00374 eval_data.r = exp(__rval*__data.coeffs[0]+__data.params.nd());
00375 break;
00376
00377
00378
00379 case EXPRINFO_SIN:
00380 eval_data.r = sin(__rval*__data.coeffs[0]+__data.params.nd());
00381 break;
00382 case EXPRINFO_COS:
00383 eval_data.r = cos(__rval*__data.coeffs[0]+__data.params.nd());
00384 break;
00385 case EXPRINFO_ATAN2:
00386 __x = __rval * __data.coeffs[eval_data.n];
00387 if(eval_data.n == 0)
00388 eval_data.r = __x;
00389 else
00390 eval_data.r = atan2(eval_data.r, __x);
00391 ++eval_data.n;
00392 break;
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00602 case EXPRINFO_EXPECTATION:
00603 throw nyi_exception("func_evaluator: EXPECTATION");
00604 break;
00605 case EXPRINFO_INTEGRAL:
00606 throw nyi_exception("func_evaluator: INTEGRAL");
00607 break;
00608 case EXPRINFO_LOOKUP:
00609 throw nyi_exception("func_evaluator: LOOKUP");
00610 break;
00611
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00631 case EXPRINFO_SPLINE:
00632 throw nyi_exception("func_evaluator: SPLINE");
00633 break;
00634
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00662 case EXPRINFO_DET:
00663 case EXPRINFO_COND:
00664 case EXPRINFO_PSD:
00665 case EXPRINFO_MPROD:
00666 case EXPRINFO_FEM:
00667 throw nyi_exception("func_evaluator: Matrix Operations");
00668 break;
00669 case EXPRINFO_RE:
00670 case EXPRINFO_IM:
00671 case EXPRINFO_ARG:
00672 case EXPRINFO_CPLXCONJ:
00673 throw nyi_exception("func_evaluator: Complex Operations");
00674 break;
00675 case EXPRINFO_CMPROD:
00676 case EXPRINFO_CGFEM:
00677 throw nyi_exception("func_evaluator: Const Matrix Operations");
00678 default:
00679 throw api_exception(apiee_evaluator,
00680 std::string("func_evaluator: unknown function type ")+
00681 convert_to_str(__data.operator_type));
00682 break;
00683 }
00684 }
00685 else if(__data.operator_type > 0)
00686
00687
00688
00689
00690
00691
00692 if(eval_data.cache && __data.n_parents > 1 && __data.n_children > 0)
00693 (*eval_data.cache)[__data.node_num] = eval_data.r;
00694 return ret;
00695 }
00696
00697 Islope calculate_value(bool eval_all)
00698 {
00699
00700 return eval_data.r;
00701 }
00703 };
00704
00705 }
00706
00707 #endif