Changeset 288
- Timestamp:
- 03/05/09 14:04:30 (16 years ago)
- Files:
-
- 5 modified
Legend:
- Unmodified
- Added
- Removed
-
mpdm/CMakeLists.txt
r278 r288 1 1 # Make sure the compiler can find include files from our Bdm library. 2 2 include_directories (${BDM_SOURCE_DIR}/bdm) 3 4 # Make sure the linker can find the Hello library once it is built.5 3 link_directories (${BDM_BINARY_DIR}/bdm) 6 4 7 ## Save all needed libraries in variable BdmLibs 8 #SET(BdmLibs bdm itpp_debug) 9 10 IF(WIN32) 11 SET(AddLib libacml_dll) 12 ENDIF(WIN32) 13 14 # Define macro for testing a file 15 MACRO(TEST FN) 16 add_executable (${FN} ${FN}.cpp) 17 target_link_libraries (${FN} debug itpp_debug) 18 target_link_libraries (${FN} optimized itpp) 19 target_link_libraries (${FN} bdm ${AddLib}) 20 ENDMACRO(TEST) 21 22 # Add executable called "helloDemo" that is built from the source files 23 # "demo.cxx" and "demo_b.cxx". The extensions are automatically found. 24 TEST(merg_pred) 25 TEST(merg_giw) 26 TEST(merger_iter_cond) 27 TEST(merg_2a) 5 EXEC(merg_pred) 6 EXEC(merg_giw) 7 EXEC(merger_iter_cond) 8 EXEC(merg_2a) -
mpdm/merg_2a.cpp
r278 r288 10 10 using std::endl; 11 11 12 /*! The purpose of this experiment is to test merging fragmental pdfs between two participants sharing the same parameter, a. However, this parameter has a different role in each model. 12 /*! \file 13 Experiment for distributed identification using log-normal merging 14 15 The purpose of this experiment is to test merging fragmental pdfs between two participants sharing the same parameter, a. However, this parameter has a different role in each model. 13 16 14 17 Lets assume that: 15 u -> |a,r| -> y -> |a,r| -> z 18 \dot 19 digraph compart{ 20 21 edge [fontname="FreeSans",fontsize=10,labelfontname="FreeSans",labelfontsize=10]; 22 node [fontname="FreeSans",fontsize=10,shape=record]; 23 24 rankdir=LR; 25 26 U [label="u",height=0.2,width=0.4,color="white", fillcolor="white", style="filled" fontcolor="black"]; 27 AR1 [label="a,b,r",height=0.2,width=0.4,color="black", fillcolor="white", style="filled" fontcolor="black"] 28 U -> AR1 [color="midnightblue",style="solid"]; 29 AR2 [label="a,c,r",height=0.2,width=0.4,color="black", fillcolor="white", style="filled" fontcolor="black"] 30 AR1 -> AR2 [color="midnightblue",style="solid",label="y"]; 31 Z [label="z",height=0.2,width=0.4,color="white", fillcolor="white", style="filled" fontcolor="black"]; 32 AR2 -> Z [color="midnightblue",style="solid"]; 33 34 35 } 36 \enddot 16 37 */ 17 38 … … 39 60 mat V0 = 0.001*eye ( 3 ); V0 ( 0,0 ) = 1; // 40 61 41 ARX P1; 42 P1.set_statistics( 2, V0, -1 );43 ARX P2; 44 P2.set_statistics( 2, V0, -1 );62 ARX P1; P1.set_rv(concat(ab,r)); 63 P1.set_statistics(1, V0, -1 ); 64 ARX P2; P2.set_rv(concat(ac,r)); 65 P2.set_statistics(1, V0, -1 ); 45 66 46 67 //Test estimation … … 64 85 65 86 //Proposal 66 enorm<ldmat> g0; 87 enorm<ldmat> g0; g0.set_rv(ab); 67 88 g0.set_parameters ( "1 1 ",mat ( "1 0; 0 1" ) ); 68 egamma g1; 89 egamma g1;g1.set_rv(r); 69 90 g1.set_parameters ( "2 ", "2" ); 70 enorm<ldmat> g2; 91 enorm<ldmat> g2; g2.set_rv(c); 71 92 g2.set_parameters ( "1 ",mat ( "1" ) ); 72 93 73 94 Array<const epdf*> A ( 3 ); A ( 0 ) = &g0; A ( 1 ) =&g1; A(2) = &g2; 74 eprod G0 ( A );95 eprod G0; G0.set_parameters ( A ); 75 96 76 97 vec rgru(2); … … 107 128 L.logit(Li_P2m, P2._e()->mean()); 108 129 L.logit(Li_Mm, M.mean()); 109 L.logit(Li_Th, concat(thy,vec_2(ct,rt )));130 L.logit(Li_Th, concat(thy,vec_2(ct,rt*rt))); 110 131 L.step ( ); 111 132 -
mpdm/merg_giw.cpp
r278 r288 68 68 69 69 Array<const epdf*> A ( 3 ); A ( 0 ) = &g0; A ( 1 ) =&g1; A ( 2 ) = &g2; 70 eprod G0 ( A );70 eprod G0; G0.set_parameters ( A ); 71 71 72 72 for ( t=0; t<ndat; t++ ) { -
pmsm/TR2245/exp/unitstep.kst
r285 r288 25 25 <tag>P1/YMin</tag> 26 26 <orphan/> 27 <value>- 4.5157036326817</value>27 <value>-6.2837382964594</value> 28 28 </scalar> 29 29 <scalar> 30 30 <tag>P1/YMax</tag> 31 31 <orphan/> 32 <value> 7.1059942008359</value>32 <value>8.0948663878063</value> 33 33 </scalar> 34 34 <scalar> … … 45 45 <tag>P2/YMin</tag> 46 46 <orphan/> 47 <value>- 8.7889029972173</value>47 <value>-9.9357878130339</value> 48 48 </scalar> 49 49 <scalar> 50 50 <tag>P2/YMax</tag> 51 51 <orphan/> 52 <value>2. 9406777090262</value>52 <value>2.7934441689389</value> 53 53 </scalar> 54 54 <scalar> … … 65 65 <tag>P3/YMin</tag> 66 66 <orphan/> 67 <value>- 9.9507440023583</value>67 <value>-6.8815119667161</value> 68 68 </scalar> 69 69 <scalar> 70 70 <tag>P3/YMax</tag> 71 71 <orphan/> 72 <value> 10.112057855496</value>72 <value>5.5134124195039</value> 73 73 </scalar> 74 74 <scalar> … … 85 85 <tag>P4/YMin</tag> 86 86 <orphan/> 87 <value>- 3.2349482477224</value>87 <value>-2.0589299955453</value> 88 88 </scalar> 89 89 <scalar> 90 90 <tag>P4/YMax</tag> 91 91 <orphan/> 92 <value> 1.950493542042</value>92 <value>0.22682616522455</value> 93 93 </scalar> 94 94 <scalar> … … 105 105 <tag>P5/YMin</tag> 106 106 <orphan/> 107 <value>- 4.5157024034826</value>107 <value>-6.283425845249</value> 108 108 </scalar> 109 109 <scalar> 110 110 <tag>P5/YMax</tag> 111 111 <orphan/> 112 <value> 7.1060502918641</value>112 <value>8.0944462321288</value> 113 113 </scalar> 114 114 <scalar> … … 125 125 <tag>P6/YMin</tag> 126 126 <orphan/> 127 <value>- 8.7889142376003</value>127 <value>-9.9362456770581</value> 128 128 </scalar> 129 129 <scalar> 130 130 <tag>P6/YMax</tag> 131 131 <orphan/> 132 <value>2. 940623098786</value>132 <value>2.7932847163241</value> 133 133 </scalar> 134 134 <scalar> … … 145 145 <tag>P7/YMin</tag> 146 146 <orphan/> 147 <value>- 9.9423377081818</value>147 <value>-6.8841845452863</value> 148 148 </scalar> 149 149 <scalar> 150 150 <tag>P7/YMax</tag> 151 151 <orphan/> 152 <value> 10.167729809906</value>152 <value>5.4839982282887</value> 153 153 </scalar> 154 154 <scalar> … … 165 165 <tag>P8/YMin</tag> 166 166 <orphan/> 167 <value>- 3.1990055876149</value>167 <value>-2.02239559954</value> 168 168 </scalar> 169 169 <scalar> 170 170 <tag>P8/YMax</tag> 171 171 <orphan/> 172 <value> 2.0317543342644</value>172 <value>0.24500289713699</value> 173 173 </scalar> 174 174 <scalar> … … 185 185 <tag>P9/YMin</tag> 186 186 <orphan/> 187 <value>- 4.5157373665507</value>187 <value>-6.283428644782</value> 188 188 </scalar> 189 189 <scalar> 190 190 <tag>P9/YMax</tag> 191 191 <orphan/> 192 <value> 7.1060009663093</value>192 <value>8.0942886880593</value> 193 193 </scalar> 194 194 <scalar> … … 205 205 <tag>P10/YMin</tag> 206 206 <orphan/> 207 <value>- 8.7889175939615</value>207 <value>-9.9362371813181</value> 208 208 </scalar> 209 209 <scalar> 210 210 <tag>P10/YMax</tag> 211 211 <orphan/> 212 <value>2. 9407047630982</value>212 <value>2.7933914373132</value> 213 213 </scalar> 214 214 <scalar> … … 225 225 <tag>P11/YMin</tag> 226 226 <orphan/> 227 <value>- 9.9423985713648</value>227 <value>-6.9139056715142</value> 228 228 </scalar> 229 229 <scalar> 230 230 <tag>P11/YMax</tag> 231 231 <orphan/> 232 <value> 10.156071405218</value>232 <value>5.5695429094425</value> 233 233 </scalar> 234 234 <scalar> … … 245 245 <tag>P12/YMin</tag> 246 246 <orphan/> 247 <value>- 3.2332263813866</value>247 <value>-2.0799394013663</value> 248 248 </scalar> 249 249 <scalar> 250 250 <tag>P12/YMax</tag> 251 251 <orphan/> 252 <value> 1.9992572404254</value>252 <value>0.48267352207008</value> 253 253 </scalar> 254 254 <scalar> … … 265 265 <tag>P13/YMin</tag> 266 266 <orphan/> 267 <value>- 1.7954764534356e-07</value>267 <value>-3.9627398847254e-07</value> 268 268 </scalar> 269 269 <scalar> 270 270 <tag>P13/YMax</tag> 271 271 <orphan/> 272 <value> 2.0442791762997e-05</value>272 <value>1.7063723575538e-05</value> 273 273 </scalar> 274 274 <scalar> … … 285 285 <tag>P14/YMin</tag> 286 286 <orphan/> 287 <value>-2. 6072253193541e-07</value>287 <value>-2.4994047161558e-07</value> 288 288 </scalar> 289 289 <scalar> 290 290 <tag>P14/YMax</tag> 291 291 <orphan/> 292 <value> 2.3885785480827e-05</value>292 <value>1.0249998548088e-05</value> 293 293 </scalar> 294 294 <scalar> … … 305 305 <tag>P15/YMin</tag> 306 306 <orphan/> 307 <value>-0.00 084727073815641</value>307 <value>-0.0067150365443795</value> 308 308 </scalar> 309 309 <scalar> 310 310 <tag>P15/YMax</tag> 311 311 <orphan/> 312 <value>0. 037307841979856</value>312 <value>0.29565981352184</value> 313 313 </scalar> 314 314 <scalar> … … 325 325 <tag>P16/YMin</tag> 326 326 <orphan/> 327 <value>- 8.8962400254997e-05</value>327 <value>-0.00058964067856859</value> 328 328 </scalar> 329 329 <scalar> 330 330 <tag>P16/YMax</tag> 331 331 <orphan/> 332 <value>0.0 038928099120609</value>332 <value>0.02423511781481</value> 333 333 </scalar> 334 334 <scalar> … … 345 345 <tag>P14-copy/YMin</tag> 346 346 <orphan/> 347 <value> -4.8917489971219e-06</value>347 <value>2.8048207168306e-11</value> 348 348 </scalar> 349 349 <scalar> 350 350 <tag>P14-copy/YMax</tag> 351 351 <orphan/> 352 <value>0.000 20170484001771</value>352 <value>0.00011735334521083</value> 353 353 </scalar> 354 354 <vector> … … 1022 1022 <xmin>0</xmin> 1023 1023 <xmax>8996</xmax> 1024 <ymin>- 4.5157036326817</ymin>1025 <ymax> 7.1059942008359</ymax>1024 <ymin>-6.2837382964594</ymin> 1025 <ymax>8.0948663878063</ymax> 1026 1026 <xreversed>0</xreversed> 1027 1027 <yreversed>0</yreversed> … … 1056 1056 </xticklabel> 1057 1057 <yticklabel> 1058 <text> 6</text>1058 <text>8</text> 1059 1059 <interpret/> 1060 1060 <rotation>0</rotation> … … 1133 1133 <xmin>0</xmin> 1134 1134 <xmax>8996</xmax> 1135 <ymin>- 8.7889029972173</ymin>1136 <ymax>2. 9406777090262</ymax>1135 <ymin>-9.9357878130339</ymin> 1136 <ymax>2.7934441689389</ymax> 1137 1137 <xreversed>0</xreversed> 1138 1138 <yreversed>0</yreversed> … … 1244 1244 <xmin>0</xmin> 1245 1245 <xmax>8996</xmax> 1246 <ymin>- 9.9507440023583</ymin>1247 <ymax> 10.112057855496</ymax>1246 <ymin>-6.8815119667161</ymin> 1247 <ymax>5.5134124195039</ymax> 1248 1248 <xreversed>0</xreversed> 1249 1249 <yreversed>0</yreversed> … … 1278 1278 </xticklabel> 1279 1279 <yticklabel> 1280 <text> 10</text>1280 <text>4</text> 1281 1281 <interpret/> 1282 1282 <rotation>0</rotation> … … 1355 1355 <xmin>0</xmin> 1356 1356 <xmax>8996</xmax> 1357 <ymin>- 3.2349482477224</ymin>1358 <ymax> 1.950493542042</ymax>1357 <ymin>-2.0589299955453</ymin> 1358 <ymax>0.22682616522455</ymax> 1359 1359 <xreversed>0</xreversed> 1360 1360 <yreversed>0</yreversed> … … 1389 1389 </xticklabel> 1390 1390 <yticklabel> 1391 <text> 1</text>1391 <text>0</text> 1392 1392 <interpret/> 1393 1393 <rotation>0</rotation> … … 1466 1466 <xmin>0</xmin> 1467 1467 <xmax>8996</xmax> 1468 <ymin>- 4.5157024034826</ymin>1469 <ymax> 7.1060502918641</ymax>1468 <ymin>-6.283425845249</ymin> 1469 <ymax>8.0944462321288</ymax> 1470 1470 <xreversed>0</xreversed> 1471 1471 <yreversed>0</yreversed> … … 1500 1500 </xticklabel> 1501 1501 <yticklabel> 1502 <text> 6</text>1502 <text>8</text> 1503 1503 <interpret/> 1504 1504 <rotation>0</rotation> … … 1577 1577 <xmin>0</xmin> 1578 1578 <xmax>8996</xmax> 1579 <ymin>- 8.7889142376003</ymin>1580 <ymax>2. 940623098786</ymax>1579 <ymin>-9.9362456770581</ymin> 1580 <ymax>2.7932847163241</ymax> 1581 1581 <xreversed>0</xreversed> 1582 1582 <yreversed>0</yreversed> … … 1688 1688 <xmin>0</xmin> 1689 1689 <xmax>8996</xmax> 1690 <ymin>- 9.9423377081818</ymin>1691 <ymax> 10.167729809906</ymax>1690 <ymin>-6.8841845452863</ymin> 1691 <ymax>5.4839982282887</ymax> 1692 1692 <xreversed>0</xreversed> 1693 1693 <yreversed>0</yreversed> … … 1722 1722 </xticklabel> 1723 1723 <yticklabel> 1724 <text> 10</text>1724 <text>4</text> 1725 1725 <interpret/> 1726 1726 <rotation>0</rotation> … … 1799 1799 <xmin>0</xmin> 1800 1800 <xmax>8996</xmax> 1801 <ymin>- 3.1990055876149</ymin>1802 <ymax> 2.0317543342644</ymax>1801 <ymin>-2.02239559954</ymin> 1802 <ymax>0.24500289713699</ymax> 1803 1803 <xreversed>0</xreversed> 1804 1804 <yreversed>0</yreversed> … … 1833 1833 </xticklabel> 1834 1834 <yticklabel> 1835 <text> 2</text>1835 <text>0</text> 1836 1836 <interpret/> 1837 1837 <rotation>0</rotation> … … 1910 1910 <xmin>0</xmin> 1911 1911 <xmax>8996</xmax> 1912 <ymin>- 4.5157373665507</ymin>1913 <ymax> 7.1060009663093</ymax>1912 <ymin>-6.283428644782</ymin> 1913 <ymax>8.0942886880593</ymax> 1914 1914 <xreversed>0</xreversed> 1915 1915 <yreversed>0</yreversed> … … 1944 1944 </xticklabel> 1945 1945 <yticklabel> 1946 <text> 6</text>1946 <text>8</text> 1947 1947 <interpret/> 1948 1948 <rotation>0</rotation> … … 2021 2021 <xmin>0</xmin> 2022 2022 <xmax>8996</xmax> 2023 <ymin>- 8.7889175939615</ymin>2024 <ymax>2. 9407047630982</ymax>2023 <ymin>-9.9362371813181</ymin> 2024 <ymax>2.7933914373132</ymax> 2025 2025 <xreversed>0</xreversed> 2026 2026 <yreversed>0</yreversed> … … 2132 2132 <xmin>0</xmin> 2133 2133 <xmax>8996</xmax> 2134 <ymin>- 9.9423985713648</ymin>2135 <ymax> 10.156071405218</ymax>2134 <ymin>-6.9139056715142</ymin> 2135 <ymax>5.5695429094425</ymax> 2136 2136 <xreversed>0</xreversed> 2137 2137 <yreversed>0</yreversed> … … 2166 2166 </xticklabel> 2167 2167 <yticklabel> 2168 <text> 10</text>2168 <text>4</text> 2169 2169 <interpret/> 2170 2170 <rotation>0</rotation> … … 2243 2243 <xmin>0</xmin> 2244 2244 <xmax>8996</xmax> 2245 <ymin>- 3.2332263813866</ymin>2246 <ymax> 1.9992572404254</ymax>2245 <ymin>-2.0799394013663</ymin> 2246 <ymax>0.48267352207008</ymax> 2247 2247 <xreversed>0</xreversed> 2248 2248 <yreversed>0</yreversed> … … 2277 2277 </xticklabel> 2278 2278 <yticklabel> 2279 <text> 1</text>2279 <text>0</text> 2280 2280 <interpret/> 2281 2281 <rotation>0</rotation> … … 2354 2354 <xmin>0</xmin> 2355 2355 <xmax>8996</xmax> 2356 <ymin>- 1.7954764534356e-07</ymin>2357 <ymax> 2.0442791762997e-05</ymax>2356 <ymin>-3.9627398847254e-07</ymin> 2357 <ymax>1.7063723575538e-05</ymax> 2358 2358 <xreversed>0</xreversed> 2359 2359 <yreversed>0</yreversed> … … 2388 2388 </xticklabel> 2389 2389 <yticklabel> 2390 <text> 2e-05</text>2390 <text>1.6e-05</text> 2391 2391 <interpret/> 2392 2392 <rotation>0</rotation> … … 2466 2466 <xmin>0</xmin> 2467 2467 <xmax>8996</xmax> 2468 <ymin>-2. 6072253193541e-07</ymin>2469 <ymax> 2.3885785480827e-05</ymax>2468 <ymin>-2.4994047161558e-07</ymin> 2469 <ymax>1.0249998548088e-05</ymax> 2470 2470 <xreversed>0</xreversed> 2471 2471 <yreversed>0</yreversed> … … 2500 2500 </xticklabel> 2501 2501 <yticklabel> 2502 <text> 2e-05</text>2502 <text>1e-05</text> 2503 2503 <interpret/> 2504 2504 <rotation>0</rotation> … … 2578 2578 <xmin>0</xmin> 2579 2579 <xmax>8996</xmax> 2580 <ymin>-0.00 084727073815641</ymin>2581 <ymax>0. 037307841979856</ymax>2580 <ymin>-0.0067150365443795</ymin> 2581 <ymax>0.29565981352184</ymax> 2582 2582 <xreversed>0</xreversed> 2583 2583 <yreversed>0</yreversed> … … 2612 2612 </xticklabel> 2613 2613 <yticklabel> 2614 <text>0. 03</text>2614 <text>0.25</text> 2615 2615 <interpret/> 2616 2616 <rotation>0</rotation> … … 2690 2690 <xmin>0</xmin> 2691 2691 <xmax>8996</xmax> 2692 <ymin>- 8.8962400254997e-05</ymin>2693 <ymax>0.0 038928099120609</ymax>2692 <ymin>-0.00058964067856859</ymin> 2693 <ymax>0.02423511781481</ymax> 2694 2694 <xreversed>0</xreversed> 2695 2695 <yreversed>0</yreversed> … … 2724 2724 </xticklabel> 2725 2725 <yticklabel> 2726 <text>0.0 03</text>2726 <text>0.02</text> 2727 2727 <interpret/> 2728 2728 <rotation>0</rotation> … … 2802 2802 <xmin>0</xmin> 2803 2803 <xmax>8996</xmax> 2804 <ymin> -4.8917489971219e-06</ymin>2805 <ymax>0.000 20170484001771</ymax>2804 <ymin>2.8048207168306e-11</ymin> 2805 <ymax>0.00011735334521083</ymax> 2806 2806 <xreversed>0</xreversed> 2807 2807 <yreversed>0</yreversed> … … 2836 2836 </xticklabel> 2837 2837 <yticklabel> 2838 <text> 0.0002</text>2838 <text>10^{-4}</text> 2839 2839 <interpret/> 2840 2840 <rotation>0</rotation> … … 2849 2849 <size>11</size> 2850 2850 </xfullticklabel> 2851 <ylog/> 2851 2852 <xlogbase>10</xlogbase> 2852 2853 <ylogbase>10</ylogbase> … … 2900 2901 <window> 2901 2902 <tag>W1</tag> 2902 <restore x="4" y="4" w="1008" h="5 32" />2903 <internal x="4" y="4" w="1008" h="5 32" />2903 <restore x="4" y="4" w="1008" h="556" /> 2904 <internal x="4" y="4" w="1008" h="556" /> 2904 2905 <columns>4</columns> 2905 2906 <name>W1</name> … … 2954 2955 <border color="#000000" width="2" padding="0" margin="0" /> 2955 2956 <tag>Object 561</tag> 2956 <aspect x="0. 1" y="0.1" w="0.2" h="0.1" />2957 <aspect x="0.73809523809524" y="0.15413533834586" w="0.2" h="0.1" /> 2957 2958 <idealsize w="1" h="1" /> 2958 2959 <name>unnamed</name> … … 2980 2981 <border color="#000000" width="2" padding="0" margin="0" /> 2981 2982 <tag>Object 562</tag> 2982 <aspect x="0. 22420634920635" y="0.11278195488722" w="0.2" h="0.1" />2983 <aspect x="0.16865079365079" y="0.11654135338346" w="0.2" h="0.1" /> 2983 2984 <idealsize w="1" h="1" /> 2984 2985 <name>unnamed</name> … … 3006 3007 <border color="#000000" width="2" padding="0" margin="0" /> 3007 3008 <tag>Object 563</tag> 3008 <aspect x="0.1 " y="0.1" w="0.2" h="0.1" />3009 <aspect x="0.17261904761905" y="0.20300751879699" w="0.2" h="0.1" /> 3009 3010 <idealsize w="1" h="1" /> 3010 3011 <name>unnamed</name> … … 3032 3033 <border color="#000000" width="2" padding="0" margin="0" /> 3033 3034 <tag>Object 564</tag> 3034 <aspect x="0. 1" y="0.1" w="0.2" h="0.1" />3035 <aspect x="0.33730158730159" y="0.1203007518797" w="0.2" h="0.1" /> 3035 3036 <idealsize w="1" h="1" /> 3036 3037 <name>unnamed</name> … … 3057 3058 <restore x="4" y="4" w="1008" h="532" /> 3058 3059 <internal x="4" y="4" w="1008" h="532" /> 3059 <columns>1</columns>3060 3060 <name>Q2</name> 3061 3061 <backgroundColor>#efefef</backgroundColor> … … 3066 3066 <border color="#000000" width="2" padding="0" margin="0" /> 3067 3067 <tag>Object 567</tag> 3068 <aspect x="0. 22420634920635" y="0.11278195488722" w="0.2" h="0.1" />3068 <aspect x="0.39980158730159" y="0.61466165413534" w="0.2" h="0.1" /> 3069 3069 <idealsize w="1" h="1" /> 3070 3070 <name>unnamed</name> -
tests/datalink_test.cpp
r278 r288 7 7 RV c = RV ( "{c }" ); 8 8 9 datalink_m2m dl ( a,concat(b,c),concat(a,b), c );9 datalink_m2m dl;dl.set_connection ( a,concat(b,c),concat(a,b), c ); 10 10 11 11 vec val ( "1 1.5 2" );