Lines Matching refs:T
5105 fmul.x %fp1,%fp3 # T(A5+TA7)
5106 fmul.x %fp1,%fp2 # T(A4+TA6)
5108 fadd.d SINA3(%pc),%fp3 # A3+T(A5+TA7)
5109 fadd.x SINA2(%pc),%fp2 # A2+T(A4+TA6)
5111 fmul.x %fp3,%fp1 # T(A3+T(A5+TA7))
5113 fmul.x %fp0,%fp2 # S(A2+T(A4+TA6))
5114 fadd.x SINA1(%pc),%fp1 # A1+T(A3+T(A5+TA7))
5131 #--SGN + S'*([B1+T(B3+T(B5+TB7))] + [S(B2+T(B4+T(B6+TB8)))])
5132 #--WHERE T=S*S.
5145 fmul.x %fp1,%fp1 # FP1 IS T
5950 #--FIND THE REMAINDER OF (R,r) W.R.T. 2**L * (PI/2). L IS SO CHOSEN
6800 # ans := T + ( T*p + t) #
6801 # where T and t are the stored values for 2^(J/64). #
6802 # Notes: 2^(J/64) is stored as T and t where T+t approximates #
6803 # 2^(J/64) to roughly 85 bits; T is in extended precision #
6804 # and t is in single precision. Note also that T is #
6805 # rounded to 62 bits so that the last two bits of T are #
6806 # zero. The reason for such a special form is that T-1, #
6807 # T-2, and T-8 will all be exact --- a property that will #
7370 fadd.x (%a1),%fp0 # T+(p+(t+OnebySc))
7379 fadd.x (%a1),%fp0 # T+(p+t)
7380 fadd.x ONEBYSC(%a6),%fp0 # OnebySc + (T+(p+t))
7384 fmov.x (%a1)+,%fp1 # fp1 is T
7386 fadd.x ONEBYSC(%a6),%fp1 # fp1 is T+OnebySc
7387 fadd.x %fp1,%fp0 # (T+OnebySc)+(p+t)