Searched refs:multiply (Results 1 – 25 of 32) sorted by relevance
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| /linux-6.1.9/Documentation/arm/nwfpe/ |
| D | notes.rst | 22 emulator sees a multiply of a double and extended, it promotes the double to
23 extended, then does the multiply in extended precision.
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| D | netwinder-fpe.rst | 83 MUF{cond}<S|D|E>{P,M,Z} Fd, Fn, <Fm,#value> - multiply
89 FML{cond}<S|D|E>{P,M,Z} Fd, Fn, <Fm,#value> - fast multiply
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| /linux-6.1.9/arch/m68k/ifpsp060/ |
| D | ilsp.doc | 34 module can be used to emulate 64-bit divide and multiply,
78 For example, to use a 64-bit multiply instruction,
81 for unsigned multiply could look like:
90 bsr.l _060LISP_TOP+0x18 # branch to multiply routine
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| D | isp.doc | 42 64-bit multiply
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| /linux-6.1.9/arch/nios2/kernel/ |
| D | insnemu.S | 212 bne r7, zero, multiply
406 multiply: label
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| /linux-6.1.9/arch/m68k/fpsp040/ |
| D | decbin.S | 472 | 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
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| D | setox.S | 567 fmulx SCALE(%a6),%fp0 | ...multiply 2^(M)
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| /linux-6.1.9/arch/powerpc/lib/ |
| D | div64.S | 41 mulhwu r9,r11,r4 # multiply the estimate by the divisor,
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| /linux-6.1.9/arch/openrisc/ |
| D | Kconfig | 109 bool "Have instruction l.mul for hardware multiply"
112 Select this if your implementation has a hardware multiply instruction
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| /linux-6.1.9/drivers/gpu/drm/nouveau/nvkm/subdev/pmu/fuc/ |
| D | kernel.fuc | 253 /* try not losing precision (multiply then divide) */
264 /* let's divide then multiply, too bad for the precision! */
287 /* simply multiply $us by HW_TICKS_PER_US */
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| /linux-6.1.9/arch/powerpc/boot/ |
| D | div64.S | 41 mulhwu r9,r11,r4 # multiply the estimate by the divisor,
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| /linux-6.1.9/Documentation/driver-api/thermal/ |
| D | nouveau_thermal.rst | 53 to multiply!
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| /linux-6.1.9/drivers/s390/char/ |
| D | defkeymap.map | 68 keycode 63 = nul multiply
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| /linux-6.1.9/arch/m68k/ifpsp060/src/ |
| D | ilsp.S | 452 # 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 #
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| D | fpsp.S | 962 # multiply operation is the smallest possible normalized number
9627 # for the multiply to work. Therefore, we're going to actually do a
11547 # For norms/denorms, scale the exponents such that a multiply #
11628 fmul.x FP_SCR0(%a6),%fp0 # execute multiply
11651 # - the result of the multiply operation is an overflow.
11652 # - do the multiply to the proper precision and rounding mode in order to
11655 # - if overflow or inexact is enabled, we need a multiply result rounded to
11658 # multiply using extended precision and the correct rounding mode. the result
11668 fmul.x FP_SCR0(%a6),%fp0 # execute multiply
11762 # - the result of the multiply operation is an underflow.
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| /linux-6.1.9/Documentation/devicetree/bindings/net/ |
| D | snps,dwmac.yaml | 425 Don\'t multiply the pbl/txpbl/rxpbl values by 8. For core
426 rev < 3.50, don\'t multiply the values by 4.
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| /linux-6.1.9/arch/x86/crypto/ |
| D | sha1_ssse3_asm.S | 84 shl $6, CNT # multiply by 64
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| D | aesni-intel_asm.S | 985 # multiply TMP5 * HashKey using karatsuba
1193 # multiply TMP5 * HashKey using karatsuba
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| /linux-6.1.9/arch/arm/boot/dts/ |
| D | am3874-iceboard.dts | 105 * of the backplane. Since there are multiply assigned addresses, the
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| /linux-6.1.9/Documentation/timers/ |
| D | timekeeping.rst | 59 multiply and shift, so in clocksource_cyc2ns() you find:
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| /linux-6.1.9/Documentation/process/ |
| D | stable-api-nonsense.rst | 88 Linux distribution. But multiply that single build by the number of
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| /linux-6.1.9/Documentation/hwmon/ |
| D | dell-smm-hwmon.rst | 126 Factor to multiply fan speed with. (default:
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| D | sysfs-interface.rst | 629 around before the check. For example do not multiply the result, and only
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| /linux-6.1.9/Documentation/userspace-api/media/v4l/ |
| D | colorspaces-details.rst | 771 direction you will have to multiply L by 100. Of course, this clamps all
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| /linux-6.1.9/arch/x86/math-emu/ |
| D | README | 59 (1) Add, subtract, and multiply. Nothing remarkable in these.
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