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  • only in /netgear-R7000-V1.0.7.12_1.2.5/components/opensource/linux/linux-2.6.36/arch/m68k/ifpsp060/src/

Lines Matching refs:A5

5184 #--R' + R'*S*( [A1+T(A3+T(A5+TA7))] + [S(A2+T(A4+TA6))])
5208 fadd.d SINA5(%pc),%fp3 # A5+TA7
5211 fmul.x %fp1,%fp3 # T(A5+TA7)
5214 fadd.d SINA3(%pc),%fp3 # A3+T(A5+TA7)
5217 fmul.x %fp3,%fp1 # T(A3+T(A5+TA7))
5220 fadd.x SINA1(%pc),%fp1 # A1+T(A3+T(A5+TA7))
5223 fadd.x %fp2,%fp1 # [A1+T(A3+T(A5+TA7))]+[S(A2+T(A4+TA6))]
5418 fadd.d SINA5(%pc),%fp1 # A5+S(A6+SA7)
5421 fmul.x %fp0,%fp1 # S(A5+S(A6+SA7))
5425 fadd.d SINA4(%pc),%fp1 # A4+S(A5+S(A6+SA7))
5493 fadd.d SINA5(%pc),%fp2 # A5+S(A6+SA7)
5496 fmul.x %fp0,%fp2 # S(A5+S(A6+SA7))
5499 fadd.d SINA4(%pc),%fp2 # A4+S(A5+S(A6+SA7))
6891 # p = R + R*R*(A1 + R*(A2 + R*(A3 + R*(A4 + R*A5)))) #
6894 # and A5 are single precision; A2 and A3 are double #
6902 # [ S*(A1 + S*(A3 + S*A5)) ] #
7019 # p = R+R*R*(A1+R*(A2+R*(A3+R*(A4+R*(A5+R*A6))))) #
7021 # are made as "short" as possible: A1 (which is 1/2), A5 #
7030 # [ R + S*(A1 + S*(A3 + S*A5)) ] #
7258 #-- R + R*R*(A1 + R*(A2 + R*(A3 + R*(A4 + R*A5))))
7260 #--[R+R*S*(A2+S*A4)] + [S*(A1+S*(A3+S*A5))]
7265 fmov.s &0x3AB60B70,%fp2 # fp2 IS A5
7267 fmul.x %fp1,%fp2 # fp2 IS S*A5
7271 fadd.d EEXPA3(%pc),%fp2 # fp2 IS A3+S*A5
7274 fmul.x %fp1,%fp2 # fp2 IS S*(A3+S*A5)
7281 fadd.s &0x3F000000,%fp2 # fp2 IS A1+S*(A3+S*A5)
7284 fmul.x %fp1,%fp2 # fp2 IS S*(A1+S*(A3+S*A5))
7421 #-- R + R*R*(A1 + R*(A2 + R*(A3 + R*(A4 + R*(A5 + R*A6)))))
7423 #--[R*S*(A2+S*(A4+S*A6))] + [R+S*(A1+S*(A3+S*A5))]
7432 fmul.s &0x3AB60B6A,%fp3 # fp3 IS S*A5
7435 fadd.d EM1A3(%pc),%fp3 # fp3 IS A3+S*A5
7443 fmul.x %fp1,%fp3 # fp3 IS S*(A3+S*A5)
7446 fadd.s &0x3F000000,%fp3 # fp3 IS A1+S*(A3+S*A5)
7453 fmul.x %fp3,%fp1 # fp1 IS S*(A1+S*(A3+S*A5))
7456 fadd.x %fp1,%fp0 # fp0 IS R+S*(A1+S*(A3+S*A5))
8391 #--U + V*(A1+U*(A2+U*(A3+U*(A4+U*(A5+U*A6))))) WHICH IS
8392 #--[U + V*(A1+V*(A3+V*A5))] + [U*V*(A2+V*(A4+V*A6))]
8398 fmul.d LOGA5(%pc),%fp2 # V*A5
8401 fadd.d LOGA3(%pc),%fp2 # A3+V*A5
8404 fmul.x %fp3,%fp2 # V*(A3+V*A5)
8407 fadd.d LOGA1(%pc),%fp2 # A1+V*(A3+V*A5)
8411 fmul.x %fp3,%fp2 # V*(A1+V*(A3+V*A5))
8414 fadd.x %fp2,%fp0 # U+V*(A1+V*(A3+V*A5))
8974 # P = r + r*r*(A1+r*(A2+...+r*A5)). #
9262 fmov.d EXPA5(%pc),%fp2 # FP2 IS A5
9265 fmul.x %fp1,%fp2 # FP2 IS S*A5
9268 fadd.d EXPA3(%pc),%fp2 # FP2 IS A3+S*A5
9271 fmul.x %fp1,%fp2 # FP2 IS S*(A3+S*A5)
9274 fadd.d EXPA1(%pc),%fp2 # FP2 IS A1+S*(A3+S*A5)
9277 fmul.x %fp1,%fp2 # FP2 IS S*(A1+S*(A3+S*A5))
23040 # A5. Form the final binary number by scaling the mantissa by #
23492 # A5. Set ICTR = 0; #
23717 # A5. Set ICTR = 0;
24486 # A5. Add using the carry the 64-bit quantities in d2:d3 and d4:d5 #
24544 # A5. Add mul by 8 to mul by 2. D1 contains the digit formed.