Lines Matching refs:a0
50 float[] a0 = new float[ARRLEN];
67 test_addc(a0, a1);
68 test_addv(a0, a1, VALUE);
69 test_adda(a0, a1, a2);
70 test_subc(a0, a1);
71 test_subv(a0, a1, VALUE);
72 test_suba(a0, a1, a2);
73 test_mulc(a0, a1);
74 test_mulv(a0, a1, VALUE);
75 test_mula(a0, a1, a2);
76 test_divc(a0, a1);
77 test_divv(a0, a1, VALUE);
78 test_diva(a0, a1, a2);
79 test_mulc_n(a0, a1);
80 test_mulv(a0, a1, -VALUE);
81 test_mula(a0, a1, a3);
82 test_divc_n(a0, a1);
83 test_divv(a0, a1, -VALUE);
84 test_diva(a0, a1, a3);
117 test_addc(a0, a1);
118 errn += verify("test_addc: ", 0, a0[0], (Float.NaN+VALUE));
119 errn += verify("test_addc: ", 1, a0[1], (Float.POSITIVE_INFINITY+VALUE));
120 errn += verify("test_addc: ", 2, a0[2], (Float.NEGATIVE_INFINITY+VALUE));
121 errn += verify("test_addc: ", 3, a0[3], (Float.MAX_VALUE+VALUE));
122 errn += verify("test_addc: ", 4, a0[4], (Float.MIN_VALUE+VALUE));
123 errn += verify("test_addc: ", 5, a0[5], (Float.MIN_NORMAL+VALUE));
125 errn += verify("test_addc: ", i, a0[i], ((ADD_INIT+i)+VALUE));
127 test_addv(a0, a1, VALUE);
128 errn += verify("test_addv: ", 0, a0[0], (Float.NaN+VALUE));
129 errn += verify("test_addv: ", 1, a0[1], (Float.POSITIVE_INFINITY+VALUE));
130 errn += verify("test_addv: ", 2, a0[2], (Float.NEGATIVE_INFINITY+VALUE));
131 errn += verify("test_addv: ", 3, a0[3], (Float.MAX_VALUE+VALUE));
132 errn += verify("test_addv: ", 4, a0[4], (Float.MIN_VALUE+VALUE));
133 errn += verify("test_addv: ", 5, a0[5], (Float.MIN_NORMAL+VALUE));
135 errn += verify("test_addv: ", i, a0[i], ((ADD_INIT+i)+VALUE));
137 test_adda(a0, a1, a2);
138 errn += verify("test_adda: ", 0, a0[0], (Float.NaN+VALUE));
139 errn += verify("test_adda: ", 1, a0[1], (Float.POSITIVE_INFINITY+VALUE));
140 errn += verify("test_adda: ", 2, a0[2], (Float.NEGATIVE_INFINITY+VALUE));
141 errn += verify("test_adda: ", 3, a0[3], (Float.MAX_VALUE+VALUE));
142 errn += verify("test_adda: ", 4, a0[4], (Float.MIN_VALUE+VALUE));
143 errn += verify("test_adda: ", 5, a0[5], (Float.MIN_NORMAL+VALUE));
144 errn += verify("test_adda: ", 6, a0[6], ((ADD_INIT+6)+Float.NaN));
145 errn += verify("test_adda: ", 7, a0[7], ((ADD_INIT+7)+Float.POSITIVE_INFINITY));
146 errn += verify("test_adda: ", 8, a0[8], ((ADD_INIT+8)+Float.NEGATIVE_INFINITY));
147 errn += verify("test_adda: ", 9, a0[9], ((ADD_INIT+9)+Float.MAX_VALUE));
148 errn += verify("test_adda: ", 10, a0[10], ((ADD_INIT+10)+Float.MIN_VALUE));
149 errn += verify("test_adda: ", 11, a0[11], ((ADD_INIT+11)+Float.MIN_NORMAL));
151 errn += verify("test_adda: ", i, a0[i], ((ADD_INIT+i)+VALUE));
154 test_subc(a0, a1);
155 errn += verify("test_subc: ", 0, a0[0], (Float.NaN-VALUE));
156 errn += verify("test_subc: ", 1, a0[1], (Float.POSITIVE_INFINITY-VALUE));
157 errn += verify("test_subc: ", 2, a0[2], (Float.NEGATIVE_INFINITY-VALUE));
158 errn += verify("test_subc: ", 3, a0[3], (Float.MAX_VALUE-VALUE));
159 errn += verify("test_subc: ", 4, a0[4], (Float.MIN_VALUE-VALUE));
160 errn += verify("test_subc: ", 5, a0[5], (Float.MIN_NORMAL-VALUE));
162 errn += verify("test_subc: ", i, a0[i], ((ADD_INIT+i)-VALUE));
164 test_subv(a0, a1, VALUE);
165 errn += verify("test_subv: ", 0, a0[0], (Float.NaN-VALUE));
166 errn += verify("test_subv: ", 1, a0[1], (Float.POSITIVE_INFINITY-VALUE));
167 errn += verify("test_subv: ", 2, a0[2], (Float.NEGATIVE_INFINITY-VALUE));
168 errn += verify("test_subv: ", 3, a0[3], (Float.MAX_VALUE-VALUE));
169 errn += verify("test_subv: ", 4, a0[4], (Float.MIN_VALUE-VALUE));
170 errn += verify("test_subv: ", 5, a0[5], (Float.MIN_NORMAL-VALUE));
172 errn += verify("test_subv: ", i, a0[i], ((ADD_INIT+i)-VALUE));
174 test_suba(a0, a1, a2);
175 errn += verify("test_suba: ", 0, a0[0], (Float.NaN-VALUE));
176 errn += verify("test_suba: ", 1, a0[1], (Float.POSITIVE_INFINITY-VALUE));
177 errn += verify("test_suba: ", 2, a0[2], (Float.NEGATIVE_INFINITY-VALUE));
178 errn += verify("test_suba: ", 3, a0[3], (Float.MAX_VALUE-VALUE));
179 errn += verify("test_suba: ", 4, a0[4], (Float.MIN_VALUE-VALUE));
180 errn += verify("test_suba: ", 5, a0[5], (Float.MIN_NORMAL-VALUE));
181 errn += verify("test_suba: ", 6, a0[6], ((ADD_INIT+6)-Float.NaN));
182 errn += verify("test_suba: ", 7, a0[7], ((ADD_INIT+7)-Float.POSITIVE_INFINITY));
183 errn += verify("test_suba: ", 8, a0[8], ((ADD_INIT+8)-Float.NEGATIVE_INFINITY));
184 errn += verify("test_suba: ", 9, a0[9], ((ADD_INIT+9)-Float.MAX_VALUE));
185 errn += verify("test_suba: ", 10, a0[10], ((ADD_INIT+10)-Float.MIN_VALUE));
186 errn += verify("test_suba: ", 11, a0[11], ((ADD_INIT+11)-Float.MIN_NORMAL));
188 errn += verify("test_suba: ", i, a0[i], ((ADD_INIT+i)-VALUE));
191 test_mulc(a0, a1);
192 errn += verify("test_mulc: ", 0, a0[0], (Float.NaN*VALUE));
193 errn += verify("test_mulc: ", 1, a0[1], (Float.POSITIVE_INFINITY*VALUE));
194 errn += verify("test_mulc: ", 2, a0[2], (Float.NEGATIVE_INFINITY*VALUE));
195 errn += verify("test_mulc: ", 3, a0[3], (Float.MAX_VALUE*VALUE));
196 errn += verify("test_mulc: ", 4, a0[4], (Float.MIN_VALUE*VALUE));
197 errn += verify("test_mulc: ", 5, a0[5], (Float.MIN_NORMAL*VALUE));
199 errn += verify("test_mulc: ", i, a0[i], ((ADD_INIT+i)*VALUE));
201 test_mulv(a0, a1, VALUE);
202 errn += verify("test_mulv: ", 0, a0[0], (Float.NaN*VALUE));
203 errn += verify("test_mulv: ", 1, a0[1], (Float.POSITIVE_INFINITY*VALUE));
204 errn += verify("test_mulv: ", 2, a0[2], (Float.NEGATIVE_INFINITY*VALUE));
205 errn += verify("test_mulv: ", 3, a0[3], (Float.MAX_VALUE*VALUE));
206 errn += verify("test_mulv: ", 4, a0[4], (Float.MIN_VALUE*VALUE));
207 errn += verify("test_mulv: ", 5, a0[5], (Float.MIN_NORMAL*VALUE));
209 errn += verify("test_mulv: ", i, a0[i], ((ADD_INIT+i)*VALUE));
211 test_mula(a0, a1, a2);
212 errn += verify("test_mula: ", 0, a0[0], (Float.NaN*VALUE));
213 errn += verify("test_mula: ", 1, a0[1], (Float.POSITIVE_INFINITY*VALUE));
214 errn += verify("test_mula: ", 2, a0[2], (Float.NEGATIVE_INFINITY*VALUE));
215 errn += verify("test_mula: ", 3, a0[3], (Float.MAX_VALUE*VALUE));
216 errn += verify("test_mula: ", 4, a0[4], (Float.MIN_VALUE*VALUE));
217 errn += verify("test_mula: ", 5, a0[5], (Float.MIN_NORMAL*VALUE));
218 errn += verify("test_mula: ", 6, a0[6], ((ADD_INIT+6)*Float.NaN));
219 errn += verify("test_mula: ", 7, a0[7], ((ADD_INIT+7)*Float.POSITIVE_INFINITY));
220 errn += verify("test_mula: ", 8, a0[8], ((ADD_INIT+8)*Float.NEGATIVE_INFINITY));
221 errn += verify("test_mula: ", 9, a0[9], ((ADD_INIT+9)*Float.MAX_VALUE));
222 errn += verify("test_mula: ", 10, a0[10], ((ADD_INIT+10)*Float.MIN_VALUE));
223 errn += verify("test_mula: ", 11, a0[11], ((ADD_INIT+11)*Float.MIN_NORMAL));
225 errn += verify("test_mula: ", i, a0[i], ((ADD_INIT+i)*VALUE));
228 test_divc(a0, a1);
229 errn += verify("test_divc: ", 0, a0[0], (Float.NaN/VALUE));
230 errn += verify("test_divc: ", 1, a0[1], (Float.POSITIVE_INFINITY/VALUE));
231 errn += verify("test_divc: ", 2, a0[2], (Float.NEGATIVE_INFINITY/VALUE));
232 errn += verify("test_divc: ", 3, a0[3], (Float.MAX_VALUE/VALUE));
233 errn += verify("test_divc: ", 4, a0[4], (Float.MIN_VALUE/VALUE));
234 errn += verify("test_divc: ", 5, a0[5], (Float.MIN_NORMAL/VALUE));
236 errn += verify("test_divc: ", i, a0[i], ((ADD_INIT+i)/VALUE));
238 test_divv(a0, a1, VALUE);
239 errn += verify("test_divv: ", 0, a0[0], (Float.NaN/VALUE));
240 errn += verify("test_divv: ", 1, a0[1], (Float.POSITIVE_INFINITY/VALUE));
241 errn += verify("test_divv: ", 2, a0[2], (Float.NEGATIVE_INFINITY/VALUE));
242 errn += verify("test_divv: ", 3, a0[3], (Float.MAX_VALUE/VALUE));
243 errn += verify("test_divv: ", 4, a0[4], (Float.MIN_VALUE/VALUE));
244 errn += verify("test_divv: ", 5, a0[5], (Float.MIN_NORMAL/VALUE));
246 errn += verify("test_divv: ", i, a0[i], ((ADD_INIT+i)/VALUE));
248 test_diva(a0, a1, a2);
249 errn += verify("test_diva: ", 0, a0[0], (Float.NaN/VALUE));
250 errn += verify("test_diva: ", 1, a0[1], (Float.POSITIVE_INFINITY/VALUE));
251 errn += verify("test_diva: ", 2, a0[2], (Float.NEGATIVE_INFINITY/VALUE));
252 errn += verify("test_diva: ", 3, a0[3], (Float.MAX_VALUE/VALUE));
253 errn += verify("test_diva: ", 4, a0[4], (Float.MIN_VALUE/VALUE));
254 errn += verify("test_diva: ", 5, a0[5], (Float.MIN_NORMAL/VALUE));
255 errn += verify("test_diva: ", 6, a0[6], ((ADD_INIT+6)/Float.NaN));
256 errn += verify("test_diva: ", 7, a0[7], ((ADD_INIT+7)/Float.POSITIVE_INFINITY));
257 errn += verify("test_diva: ", 8, a0[8], ((ADD_INIT+8)/Float.NEGATIVE_INFINITY));
258 errn += verify("test_diva: ", 9, a0[9], ((ADD_INIT+9)/Float.MAX_VALUE));
259 errn += verify("test_diva: ", 10, a0[10], ((ADD_INIT+10)/Float.MIN_VALUE));
260 errn += verify("test_diva: ", 11, a0[11], ((ADD_INIT+11)/Float.MIN_NORMAL));
262 errn += verify("test_diva: ", i, a0[i], ((ADD_INIT+i)/VALUE));
265 test_mulc_n(a0, a1);
266 errn += verify("test_mulc_n: ", 0, a0[0], (Float.NaN*(-VALUE)));
267 errn += verify("test_mulc_n: ", 1, a0[1], (Float.POSITIVE_INFINITY*(-VALUE)));
268 errn += verify("test_mulc_n: ", 2, a0[2], (Float.NEGATIVE_INFINITY*(-VALUE)));
269 errn += verify("test_mulc_n: ", 3, a0[3], (Float.MAX_VALUE*(-VALUE)));
270 errn += verify("test_mulc_n: ", 4, a0[4], (Float.MIN_VALUE*(-VALUE)));
271 errn += verify("test_mulc_n: ", 5, a0[5], (Float.MIN_NORMAL*(-VALUE)));
273 errn += verify("test_mulc_n: ", i, a0[i], ((ADD_INIT+i)*(-VALUE)));
275 test_mulv(a0, a1, -VALUE);
276 errn += verify("test_mulv_n: ", 0, a0[0], (Float.NaN*(-VALUE)));
277 errn += verify("test_mulv_n: ", 1, a0[1], (Float.POSITIVE_INFINITY*(-VALUE)));
278 errn += verify("test_mulv_n: ", 2, a0[2], (Float.NEGATIVE_INFINITY*(-VALUE)));
279 errn += verify("test_mulv_n: ", 3, a0[3], (Float.MAX_VALUE*(-VALUE)));
280 errn += verify("test_mulv_n: ", 4, a0[4], (Float.MIN_VALUE*(-VALUE)));
281 errn += verify("test_mulv_n: ", 5, a0[5], (Float.MIN_NORMAL*(-VALUE)));
283 errn += verify("test_mulv_n: ", i, a0[i], ((ADD_INIT+i)*(-VALUE)));
285 test_mula(a0, a1, a3);
286 errn += verify("test_mula_n: ", 0, a0[0], (Float.NaN*(-VALUE)));
287 errn += verify("test_mula_n: ", 1, a0[1], (Float.POSITIVE_INFINITY*(-VALUE)));
288 errn += verify("test_mula_n: ", 2, a0[2], (Float.NEGATIVE_INFINITY*(-VALUE)));
289 errn += verify("test_mula_n: ", 3, a0[3], (Float.MAX_VALUE*(-VALUE)));
290 errn += verify("test_mula_n: ", 4, a0[4], (Float.MIN_VALUE*(-VALUE)));
291 errn += verify("test_mula_n: ", 5, a0[5], (Float.MIN_NORMAL*(-VALUE)));
292 errn += verify("test_mula_n: ", 6, a0[6], ((ADD_INIT+6)*(-Float.NaN)));
293 errn += verify("test_mula_n: ", 7, a0[7], ((ADD_INIT+7)*(-Float.POSITIVE_INFINITY)));
294 errn += verify("test_mula_n: ", 8, a0[8], ((ADD_INIT+8)*(-Float.NEGATIVE_INFINITY)));
295 errn += verify("test_mula_n: ", 9, a0[9], ((ADD_INIT+9)*(-Float.MAX_VALUE)));
296 errn += verify("test_mula_n: ", 10, a0[10], ((ADD_INIT+10)*(-Float.MIN_VALUE)));
297 errn += verify("test_mula_n: ", 11, a0[11], ((ADD_INIT+11)*(-Float.MIN_NORMAL)));
299 errn += verify("test_mula_n: ", i, a0[i], ((ADD_INIT+i)*(-VALUE)));
302 test_divc_n(a0, a1);
303 errn += verify("test_divc_n: ", 0, a0[0], (Float.NaN/(-VALUE)));
304 errn += verify("test_divc_n: ", 1, a0[1], (Float.POSITIVE_INFINITY/(-VALUE)));
305 errn += verify("test_divc_n: ", 2, a0[2], (Float.NEGATIVE_INFINITY/(-VALUE)));
306 errn += verify("test_divc_n: ", 3, a0[3], (Float.MAX_VALUE/(-VALUE)));
307 errn += verify("test_divc_n: ", 4, a0[4], (Float.MIN_VALUE/(-VALUE)));
308 errn += verify("test_divc_n: ", 5, a0[5], (Float.MIN_NORMAL/(-VALUE)));
310 errn += verify("test_divc_n: ", i, a0[i], ((ADD_INIT+i)/(-VALUE)));
312 test_divv(a0, a1, -VALUE);
313 errn += verify("test_divv_n: ", 0, a0[0], (Float.NaN/(-VALUE)));
314 errn += verify("test_divv_n: ", 1, a0[1], (Float.POSITIVE_INFINITY/(-VALUE)));
315 errn += verify("test_divv_n: ", 2, a0[2], (Float.NEGATIVE_INFINITY/(-VALUE)));
316 errn += verify("test_divv_n: ", 3, a0[3], (Float.MAX_VALUE/(-VALUE)));
317 errn += verify("test_divv_n: ", 4, a0[4], (Float.MIN_VALUE/(-VALUE)));
318 errn += verify("test_divv_n: ", 5, a0[5], (Float.MIN_NORMAL/(-VALUE)));
320 errn += verify("test_divv_n: ", i, a0[i], ((ADD_INIT+i)/(-VALUE)));
322 test_diva(a0, a1, a3);
323 errn += verify("test_diva_n: ", 0, a0[0], (Float.NaN/(-VALUE)));
324 errn += verify("test_diva_n: ", 1, a0[1], (Float.POSITIVE_INFINITY/(-VALUE)));
325 errn += verify("test_diva_n: ", 2, a0[2], (Float.NEGATIVE_INFINITY/(-VALUE)));
326 errn += verify("test_diva_n: ", 3, a0[3], (Float.MAX_VALUE/(-VALUE)));
327 errn += verify("test_diva_n: ", 4, a0[4], (Float.MIN_VALUE/(-VALUE)));
328 errn += verify("test_diva_n: ", 5, a0[5], (Float.MIN_NORMAL/(-VALUE)));
329 errn += verify("test_diva_n: ", 6, a0[6], ((ADD_INIT+6)/(-Float.NaN)));
330 errn += verify("test_diva_n: ", 7, a0[7], ((ADD_INIT+7)/(-Float.POSITIVE_INFINITY)));
331 errn += verify("test_diva_n: ", 8, a0[8], ((ADD_INIT+8)/(-Float.NEGATIVE_INFINITY)));
332 errn += verify("test_diva_n: ", 9, a0[9], ((ADD_INIT+9)/(-Float.MAX_VALUE)));
333 errn += verify("test_diva_n: ", 10, a0[10], ((ADD_INIT+10)/(-Float.MIN_VALUE)));
334 errn += verify("test_diva_n: ", 11, a0[11], ((ADD_INIT+11)/(-Float.MIN_NORMAL)));
336 errn += verify("test_diva_n: ", i, a0[i], ((ADD_INIT+i)/(-VALUE)));
356 test_addc(a0, a1);
362 test_addv(a0, a1, VALUE);
368 test_adda(a0, a1, a2);
375 test_subc(a0, a1);
381 test_subv(a0, a1, VALUE);
387 test_suba(a0, a1, a2);
394 test_mulc(a0, a1);
400 test_mulv(a0, a1, VALUE);
406 test_mula(a0, a1, a2);
413 test_divc(a0, a1);
419 test_divv(a0, a1, VALUE);
425 test_diva(a0, a1, a2);
432 test_mulc_n(a0, a1);
438 test_mulv(a0, a1, -VALUE);
444 test_mula(a0, a1, a3);
451 test_divc_n(a0, a1);
457 test_divv(a0, a1, -VALUE);
463 test_diva(a0, a1, a3);
479 static void test_addc(float[] a0, float[] a1) {
480 for (int i = 0; i < a0.length; i+=1) {
481 a0[i] = (a1[i]+VALUE);
484 static void test_addv(float[] a0, float[] a1, float b) {
485 for (int i = 0; i < a0.length; i+=1) {
486 a0[i] = (a1[i]+b);
489 static void test_adda(float[] a0, float[] a1, float[] a2) {
490 for (int i = 0; i < a0.length; i+=1) {
491 a0[i] = (a1[i]+a2[i]);
495 static void test_subc(float[] a0, float[] a1) {
496 for (int i = 0; i < a0.length; i+=1) {
497 a0[i] = (a1[i]-VALUE);
500 static void test_subv(float[] a0, float[] a1, float b) {
501 for (int i = 0; i < a0.length; i+=1) {
502 a0[i] = (a1[i]-b);
505 static void test_suba(float[] a0, float[] a1, float[] a2) {
506 for (int i = 0; i < a0.length; i+=1) {
507 a0[i] = (a1[i]-a2[i]);
511 static void test_mulc(float[] a0, float[] a1) {
512 for (int i = 0; i < a0.length; i+=1) {
513 a0[i] = (a1[i]*VALUE);
516 static void test_mulc_n(float[] a0, float[] a1) {
517 for (int i = 0; i < a0.length; i+=1) {
518 a0[i] = (a1[i]*(-VALUE));
521 static void test_mulv(float[] a0, float[] a1, float b) {
522 for (int i = 0; i < a0.length; i+=1) {
523 a0[i] = (a1[i]*b);
526 static void test_mula(float[] a0, float[] a1, float[] a2) {
527 for (int i = 0; i < a0.length; i+=1) {
528 a0[i] = (a1[i]*a2[i]);
532 static void test_divc(float[] a0, float[] a1) {
533 for (int i = 0; i < a0.length; i+=1) {
534 a0[i] = (a1[i]/VALUE);
537 static void test_divc_n(float[] a0, float[] a1) {
538 for (int i = 0; i < a0.length; i+=1) {
539 a0[i] = (a1[i]/(-VALUE));
542 static void test_divv(float[] a0, float[] a1, float b) {
543 for (int i = 0; i < a0.length; i+=1) {
544 a0[i] = (a1[i]/b);
547 static void test_diva(float[] a0, float[] a1, float[] a2) {
548 for (int i = 0; i < a0.length; i+=1) {
549 a0[i] = (a1[i]/a2[i]);