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/kernel/linux/linux-5.10/arch/nios2/kernel/
H A Dinsnemu.S210 andi r7, r4, 0x02 /* For R-type multiply instructions,
212 bne r7, zero, multiply
406 multiply: label
/kernel/linux/linux-6.6/arch/nios2/kernel/
H A Dinsnemu.S210 andi r7, r4, 0x02 /* For R-type multiply instructions,
212 bne r7, zero, multiply
406 multiply: label
/kernel/linux/linux-5.10/arch/m68k/fpsp040/
H A Ddecbin.S472 | same sign. If the exp was pos then multiply fp1*fp0;
483 beqs mul |if clear, go to multiply
488 fmulx %fp1,%fp0 |exp is positive, so multiply by exp
H A Dsetox.S567 fmulx SCALE(%a6),%fp0 | ...multiply 2^(M)
/kernel/linux/linux-6.6/arch/m68k/fpsp040/
H A Ddecbin.S472 | same sign. If the exp was pos then multiply fp1*fp0;
483 beqs mul |if clear, go to multiply
488 fmulx %fp1,%fp0 |exp is positive, so multiply by exp
H A Dsetox.S567 fmulx SCALE(%a6),%fp0 | ...multiply 2^(M)
/kernel/linux/linux-5.10/arch/powerpc/boot/
H A Ddiv64.S41 mulhwu r9,r11,r4 # multiply the estimate by the divisor,
/kernel/linux/linux-6.6/arch/powerpc/boot/
H A Ddiv64.S41 mulhwu r9,r11,r4 # multiply the estimate by the divisor,
/kernel/linux/linux-5.10/arch/arc/mm/
H A Dtlbex.S239 ; multiply in step (3) above avoided by shifting lesser in step (1)
/kernel/linux/linux-5.10/arch/m68k/ifpsp060/src/
H A Dilsp.S452 # multiply hi,lo words of each factor to get 4 intermediate products
485 # 64-bit multiply instruction. #
499 # Perform the multiply in pieces using 16x16->32 unsigned #
H A Dfpsp.S962 # multiply operation is the smallest possible normalized number
995 # multiply operation is the smallest possible normalized number
1023 # multiply operation is the smallest possible normalized number
7309 fmul.x SCALE(%a6),%fp0 # multiply 2^(M)
9626 # the multiply factor that we're trying to create should be a denorm
9627 # for the multiply to work. Therefore, we're going to actually do a
9628 # multiply with a denorm which will cause an unimplemented data type
9652 # create an fp multiply that will create the result.
9667 fmul.x (%sp)+,%fp0 # do the multiply
11338 # fmul() - emulate a multiply instructio
[all...]
H A Dfplsp.S7203 fmul.x SCALE(%a6),%fp0 # multiply 2^(M)
9267 # the multiply factor that we're trying to create should be a denorm
9268 # for the multiply to work. therefore, we're going to actually do a
9269 # multiply with a denorm which will cause an unimplemented data type
9293 # create an fp multiply that will create the result.
9308 fmul.x (%sp)+,%fp0 # do the multiply
H A Dpfpsp.S961 # multiply operation is the smallest possible normalized number
994 # multiply operation is the smallest possible normalized number
1022 # multiply operation is the smallest possible normalized number
6982 lsl.b &0x1,%d1 # multiply d1 by 2
7978 # For norms/denorms, scale the exponents such that a multiply #
8047 # - the result of the multiply operation will neither overflow nor underflow.
8048 # - do the multiply to the proper precision and rounding mode.
8059 fmul.x FP_SCR0(%a6),%fp0 # execute multiply
8082 # - the result of the multiply operation is an overflow.
8083 # - do the multiply t
[all...]
/kernel/linux/linux-6.6/arch/m68k/ifpsp060/src/
H A Dilsp.S452 # multiply hi,lo words of each factor to get 4 intermediate products
485 # 64-bit multiply instruction. #
499 # Perform the multiply in pieces using 16x16->32 unsigned #
H A Dfpsp.S962 # multiply operation is the smallest possible normalized number
995 # multiply operation is the smallest possible normalized number
1023 # multiply operation is the smallest possible normalized number
7309 fmul.x SCALE(%a6),%fp0 # multiply 2^(M)
9626 # the multiply factor that we're trying to create should be a denorm
9627 # for the multiply to work. Therefore, we're going to actually do a
9628 # multiply with a denorm which will cause an unimplemented data type
9652 # create an fp multiply that will create the result.
9667 fmul.x (%sp)+,%fp0 # do the multiply
11338 # fmul() - emulate a multiply instructio
[all...]
H A Dfplsp.S7203 fmul.x SCALE(%a6),%fp0 # multiply 2^(M)
9267 # the multiply factor that we're trying to create should be a denorm
9268 # for the multiply to work. therefore, we're going to actually do a
9269 # multiply with a denorm which will cause an unimplemented data type
9293 # create an fp multiply that will create the result.
9308 fmul.x (%sp)+,%fp0 # do the multiply
/kernel/linux/linux-5.10/arch/x86/crypto/
H A Dsha1_ssse3_asm.S83 shl $6, CNT # multiply by 64
H A Daesni-intel_asm.S989 # multiply TMP5 * HashKey using karatsuba
1197 # multiply TMP5 * HashKey using karatsuba
/kernel/linux/linux-6.6/arch/x86/crypto/
H A Dsha1_ssse3_asm.S84 shl $6, CNT # multiply by 64
H A Daesni-intel_asm.S985 # multiply TMP5 * HashKey using karatsuba
1193 # multiply TMP5 * HashKey using karatsuba
/kernel/linux/linux-6.6/arch/powerpc/crypto/
H A Dpoly1305-p10le_64.S218 # multiply odd and even words
/kernel/linux/linux-5.10/arch/arm64/crypto/
H A Dpoly1305-armv8.pl744 // multiply (inp[0:1]+hash) or inp[2:3] by r^2:r^1
/kernel/linux/linux-6.6/arch/arm64/crypto/
H A Dpoly1305-armv8.pl744 // multiply (inp[0:1]+hash) or inp[2:3] by r^2:r^1
/kernel/linux/linux-5.10/arch/arm/crypto/
H A Dpoly1305-armv4.pl1044 @ multiply (inp[0:1]+hash) or inp[2:3] by r^2:r^1
/kernel/linux/linux-6.6/arch/arm/crypto/
H A Dpoly1305-armv4.pl1044 @ multiply (inp[0:1]+hash) or inp[2:3] by r^2:r^1

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