cvw/tests/custom/james_mm/james_mm.c

#include <stdio.h>

typedef double Float;

Float C[100][100];
Float A[100][100] = { {1.02774012088775634765625, 1.61730301380157470703125, 1.8952558040618896484375, 1.404462337493896484375, 1.98954677581787109375, 1.167797565460205078125, 1.55445158481597900390625, 1.9668743610382080078125, 1.5313637256622314453125, 1.53427755832672119140625, 1.64590275287628173828125, 1.2509534358978271484375, 1.6938021183013916015625, 1.039519786834716796875, 1.213516712188720703125, 1.86304569244384765625, 1.7330493927001953125, 1.51679909229278564453125, 1.77849543094635009765625, 1.40046405792236328125, 1.83180654048919677734375, 1.95832598209381103515625, 1.42527329921722412109375, 1.4749257564544677734375, 1.56022608280181884765625, 1.9136836528778076171875, 1.637454986572265625, 1.48598992824554443359375, 1.08684885501861572265625, 1.63826620578765869140625, 1.88375222682952880859375, 1.14449465274810791015625, 1.1395418643951416015625, 1.9917156696319580078125, 1.95392167568206787109375, 1.74599516391754150390625, 1.7164361476898193359375, 1.08635962009429931640625, 1.0447027683258056640625, 1.19420087337493896484375, 1.546863555908203125, 1.68564879894256591796875, 1.59575450420379638671875, 1.77441298961639404296875, 1.30229461193084716796875, 1.3525941371917724609375, 1.87559330463409423828125, 1.6769621372222900390625, 1.55727636814117431640625, 1.34820497035980224609375, 1.3175308704376220703125, 1.2706453800201416015625, 1.50036919116973876953125, 1.2799260616302490234375, 1.60561096668243408203125, 1.12616443634033203125, 1.3950846195220947265625, 1.50007522106170654296875, 1.5105473995208740234375, 1.789562702178955078125, 1.7908232212066650390625, 1.2542808055877685546875, 1.47566127777099609375, 1.3056628704071044921875, 1.48381137847900390625, 1.579919338226318359375, 1.95281898975372314453125, 1.49150454998016357421875, 1.22803914546966552734375, 1.95455253124237060546875, 1.488368988037109375, 1.95978128910064697265625, 1.19619810581207275390625, 1.69436550140380859375, 1.559079647064208984375, 1.89227879047393798828125, 1.19061815738677978515625, 1.10260379314422607421875, 1.15807712078094482421875, 1.56331193447113037109375, 1.60420548915863037109375, 1.368010997772216796875, 1.13078212738037109375, 1.61316239833831787109375, 1.1313798427581787109375, 1.2132663726806640625, 1.2608478069305419921875, 1.07151615619659423828125, 1.22901248931884765625, 1.29342186450958251953125, 1.10609757900238037109375, 1.1309010982513427734375, 1.32736301422119140625, 1.34434032440185546875, 1.5844619274139404296875, 1.670124053955078125, 1.79101717472076416015625, 1.08113253116607666015625, 1.3099162578582763671875, 1.52770900726318359375},
{ 1.84659481048583984375, 1.67841875553131103515625, 1.5253341197967529296875, 1.95983636379241943359375, 1.0096466541290283203125, 1.7038471698760986328125, 1.2412693500518798828125, 1.2142412662506103515625, 1.11376774311065673828125, 1.603936672210693359375, 1.53381407260894775390625, 1.104305267333984375, 1.7754361629486083984375, 1.13621771335601806640625, 1.81473410129547119140625, 1.330307483673095703125, 1.33256542682647705078125, 1.683952808380126953125, 1.07269990444183349609375, 1.04247820377349853515625, 1.2429420948028564453125, 1.09207451343536376953125, 1.64672362804412841796875, 1.05193674564361572265625, 1.23266327381134033203125, 1.25312268733978271484375, 1.74959671497344970703125, 1.79162824153900146484375, 1.19457423686981201171875, 1.443182468414306640625, 1.7413275241851806640625, 1.0272614955902099609375, 1.8367054462432861328125, 1.40782105922698974609375, 1.1525783538818359375, 1.3182468414306640625, 1.08071076869964599609375, 1.19802558422088623046875, 1.458103656768798828125, 1.22863292694091796875, 1.2103044986724853515625, 1.7561409473419189453125, 1.6001870632171630859375, 1.2880446910858154296875, 1.76969897747039794921875, 1.25180661678314208984375, 1.2620790004730224609375, 1.70262062549591064453125, 1.21204221248626708984375, 1.16789448261260986328125, 1.891434192657470703125, 1.81595075130462646484375, 1.297854900360107421875, 1.1364467144012451171875, 1.47374927997589111328125, 1.32001340389251708984375, 1.24346864223480224609375, 1.52461254596710205078125, 1.05579984188079833984375, 1.21611309051513671875, 1.6194629669189453125, 1.77058613300323486328125, 1.01907861232757568359375, 1.525818347930908203125, 1.99910295009613037109375, 1.46954441070556640625, 1.10323250293731689453125, 1.7518985271453857421875, 1.35677683353424072265625, 1.20958387851715087890625, 1.17950022220611572265625, 1.08926165103912353515625, 1.216433048248291015625, 1.15765845775604248046875, 1.77414989471435546875, 1.38589227199554443359375, 1.55001842975616455078125, 1.3955173492431640625, 1.34191608428955078125, 1.85378825664520263671875, 1.425915241241455078125, 1.00564181804656982421875, 1.2894380092620849609375, 1.52989864349365234375, 1.40737879276275634765625, 1.907183170318603515625, 1.7486965656280517578125, 1.48706150054931640625, 1.700974941253662109375, 1.4419000148773193359375, 1.100451946258544921875, 1.7949407100677490234375, 1.0550177097320556640625, 1.71009624004364013671875, 1.24768126010894775390625, 1.23096382617950439453125, 1.40800631046295166015625, 1.6565577983856201171875, 1.63901555538177490234375, 1.74125993251800537109375},
{ 1.9064905643463134765625, 1.04217803478240966796875, 1.65159642696380615234375, 1.95637190341949462890625, 1.35145819187164306640625, 1.06742107868194580078125, 1.62831699848175048828125, 1.3156130313873291015625, 1.4853188991546630859375, 1.44096386432647705078125, 1.389278888702392578125, 1.5484035015106201171875, 1.490163326263427734375, 1.02842986583709716796875, 1.1647908687591552734375, 1.52073276042938232421875, 1.07225239276885986328125, 1.608284473419189453125, 1.9085500240325927734375, 1.9294011592864990234375, 1.047954082489013671875, 1.3952720165252685546875, 1.25857961177825927734375, 1.20045697689056396484375, 1.679681301116943359375, 1.3138539791107177734375, 1.24816691875457763671875, 1.1376340389251708984375, 1.76182973384857177734375, 1.021646022796630859375, 1.76680004596710205078125, 1.320789337158203125, 1.456714630126953125, 1.6828556060791015625, 1.77110576629638671875, 1.25434005260467529296875, 1.8805086612701416015625, 1.49171960353851318359375, 1.2457873821258544921875, 1.265701770782470703125, 1.43917977809906005859375, 1.94594132900238037109375, 1.9145615100860595703125, 1.15372550487518310546875, 1.9144279956817626953125, 1.87012875080108642578125, 1.70109593868255615234375, 1.58713531494140625, 1.29962337017059326171875, 1.18923151493072509765625, 1.93994748592376708984375, 1.25296580791473388671875, 1.38574326038360595703125, 1.45197856426239013671875, 1.33749878406524658203125, 1.75499975681304931640625, 1.0973103046417236328125, 1.10431575775146484375, 1.682896137237548828125, 1.2622051239013671875, 1.57832920551300048828125, 1.5128428936004638671875, 1.3089873790740966796875, 1.90717327594757080078125, 1.02822458744049072265625, 1.7382519245147705078125, 1.3032586574554443359375, 1.93455600738525390625, 1.2877788543701171875, 1.058763980865478515625, 1.468772411346435546875, 1.59950315952301025390625, 1.17506897449493408203125, 1.243566989898681640625, 1.03510463237762451171875, 1.81610023975372314453125, 1.57140433788299560546875, 1.5762531757354736328125, 1.11928284168243408203125, 1.5558054447174072265625, 1.257264614105224609375, 1.62825667858123779296875, 1.93672287464141845703125, 1.99588787555694580078125, 1.49823653697967529296875, 1.78229057788848876953125, 1.7621667385101318359375, 1.4178645610809326171875, 1.38095176219940185546875, 1.50578510761260986328125, 1.6406204700469970703125, 1.85593807697296142578125, 1.8990247249603271484375, 1.37432467937469482421875, 1.848290920257568359375, 1.49543416500091552734375, 1.78898942470550537109375, 1.84508550167083740234375, 1.10352361202239990234375, 1.8212387561798095703125},
{ 1.7802731990814208984375, 1.52774059772491455078125, 1.51623618602752685546875, 1.6109549999237060546875, 1.7205598354339599609375, 1.35637724399566650390625, 1.1097462177276611328125, 1.75406134128570556640625, 1.908522129058837890625, 1.3998200893402099609375, 1.37596166133880615234375, 1.6131451129913330078125, 1.0620784759521484375, 1.2543447017669677734375, 1.4823858737945556640625, 1.428402423858642578125, 1.8979265689849853515625, 1.263052463531494140625, 1.88827037811279296875, 1.94857466220855712890625, 1.40498101711273193359375, 1.22680842876434326171875, 1.99305188655853271484375, 1.516885280609130859375, 1.86781036853790283203125, 1.86517918109893798828125, 1.534790515899658203125, 1.90697765350341796875, 1.64007532596588134765625, 1.02736961841583251953125, 1.73860681056976318359375, 1.90885293483734130859375, 1.66796576976776123046875, 1.65316092967987060546875, 1.21511936187744140625, 1.664806842803955078125, 1.76363837718963623046875, 1.4838478565216064453125, 1.608882427215576171875, 1.7553675174713134765625, 1.62865412235260009765625, 1.523176670074462890625, 1.99682295322418212890625, 1.03523337841033935546875, 1.6274158954620361328125, 1.248281955718994140625, 1.036678791046142578125, 1.2192099094390869140625, 1.310605525970458984375, 1.57062447071075439453125, 1.86543571949005126953125, 1.2181475162506103515625, 1.688621997833251953125, 1.54692900180816650390625, 1.747765064239501953125, 1.22487938404083251953125, 1.2550184726715087890625, 1.84012115001678466796875, 1.4744613170623779296875, 1.5501582622528076171875, 1.7599399089813232421875, 1.9302651882171630859375, 1.51087915897369384765625, 1.20859432220458984375, 1.73356068134307861328125, 1.075501918792724609375, 1.8953716754913330078125, 1.25459301471710205078125, 1.75952160358428955078125, 1.0229854583740234375, 1.88772737979888916015625, 1.8682918548583984375, 1.49836814403533935546875, 1.46982109546661376953125, 1.3676078319549560546875, 1.19149839878082275390625, 1.46098744869232177734375, 1.27400314807891845703125, 1.98298513889312744140625, 1.91362750530242919921875, 1.53204596042633056640625, 1.41535174846649169921875, 1.04857957363128662109375, 1.607639312744140625, 1.2434270381927490234375, 1.7064507007598876953125, 1.1942965984344482421875, 1.81597602367401123046875, 1.797667980194091796875, 1.253585338592529296875, 1.76366508007049560546875, 1.88649976253509521484375, 1.8413982391357421875, 1.667679309844970703125, 1.9622743129730224609375, 1.5584304332733154296875, 1.9887764453887939453125, 1.0252325534820556640625, 1.75621163845062255859375, 1.29828250408172607421875},
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};




void main() {

  int k;
  int i;
  int j;
  int NCB;
  int NRA;
  int NCA;

  NCA = 100;
  NRA = 100;
  NCB = 100; 

  for (k=0; k < NCB; k++)
    for (i=0; i < NRA; i++) {
      C[i][k] = 0.0;
      for (j=0; j < NCA; j++) {
	C[i][k] = C[i][k] + A[i][j] * B[j][k];
      }
    }
}