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Automate extraction of concentrate listings (#26)
* Automate extraction of concentrate listings * Include pointer to version of cheri-cap-lib used
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/sail-cheri-riscv | ||
/sail-cheri-mips | ||
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/cheri_concentrate_listings/cheri-cap-lib |
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.PHONY: all | ||
all: conc_version.tex \ | ||
conc_getTopFat.bsv \ | ||
conc_capInBounds.bsv \ | ||
conc_incOffsetFat.bsv \ | ||
conc_setAddress.bsv \ | ||
conc_setBoundsFat.bsv | ||
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cheri-cap-lib: | ||
git clone https://github.com/CTSRD-CHERI/cheri-cap-lib | ||
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cheri-cap-lib/CHERICC_Fat.bsv: cheri-cap-lib | ||
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conc_version.tex: cheri-cap-lib | ||
echo "\\url{https://github.com/CTSRD-CHERI/cheri-cap-lib/tree/$(shell git -C $< rev-parse --short HEAD)}" > $@ | ||
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conc_%.bsv: cheri-cap-lib/CHERICC_Fat.bsv | ||
sed -n "/^function.*$*/,/^endfunction/p" $^ > $@ | ||
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.PHONY: clean | ||
clean: | ||
rm -rf *.bsv conc_version.tex |
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function Bool capInBounds(CapFat cap, TempFields tf, Bool inclusive); | ||
// Check that the pointer of a capability is currently within the bounds | ||
// of the capability | ||
Bool ptrVStop = inclusive ? cap.addrBits <= cap.bounds.topBits | ||
: cap.addrBits < cap.bounds.topBits; | ||
// Top is ok if the pointer and top are in the same alignment region | ||
// and the pointer is less than the top. If they are not in the same | ||
// alignment region, it's ok if the top is in Hi and the bottom in Low. | ||
Bool topOk = (tf.topHi == tf.addrHi) ? ptrVStop : tf.topHi; | ||
Bool baseOk = (tf.baseHi == tf.addrHi) ? cap.addrBits >= cap.bounds.baseBits | ||
: tf.addrHi; | ||
return topOk && baseOk; | ||
endfunction |
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function CapAddrPlus1 getTopFat(CapFat cap, TempFields tf); | ||
// First, construct a full length value with the top bits and the | ||
// correction bits above, and shift that value to the appropriate spot. | ||
CapAddrPlus1 addTop = signExtend({pack(tf.topCorrection), cap.bounds.topBits}) << cap.bounds.exp; | ||
// Build a mask on the high bits of a full length value to extract the high | ||
// bits of the address. | ||
Bit#(TSub#(TAdd#(CapAddrW,1),MW)) mask = ~0 << cap.bounds.exp; | ||
// Extract the high bits of the address (and append the implied zeros at the | ||
// bottom), and add with the previously prepared value. | ||
CapAddrPlus1 ret = {truncateLSB({1'b0,cap.address})&mask,0} + addTop; | ||
// If the bottom and top are more than an address space away from eachother, | ||
// invert the 64th/32nd bit of Top. This corrects for errors that happen | ||
// when the representable space wraps the address space. | ||
Bit#(2) topTip = truncateLSB(ret); | ||
// Calculate the msb of the base. | ||
// First assume that only the address and correction are involved... | ||
Bit#(TSub#(CapAddrW,MW)) bot = truncateLSB(cap.address) + (signExtend(pack(tf.baseCorrection)) << cap.bounds.exp); | ||
Bit#(2) botTip = {1'b0, msb(bot)}; | ||
// If the bit we're interested in are actually coming from baseBits, select | ||
// the correct one from there. | ||
// exp == (resetExp - 1) doesn't matter since we will not flip unless | ||
// exp < resetExp-1. | ||
if (cap.bounds.exp == (resetExp - 2)) botTip = {1'b0, cap.bounds.baseBits[valueOf(MW)-1]}; | ||
// Do the final check. | ||
// If exp >= resetExp - 1, the bits we're looking at are coming directly from | ||
// topBits and baseBits, are not being inferred, and therefore do not need | ||
// correction. If we are below this range, check that the difference between | ||
// the resulting top and bottom is less than one address space. If not, flip | ||
// the msb of the top. | ||
if (cap.bounds.exp<(resetExp-1) && (topTip - botTip) > 1) | ||
ret[valueOf(CapAddrW)] = ~ret[valueOf(CapAddrW)]; | ||
return ret; | ||
endfunction |
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function VnD#(CapFat) incOffsetFat( CapFat cap | ||
, CapAddr pointer | ||
, CapAddr offset // this is the increment in inc offset, and the offset in set offset | ||
, TempFields tf | ||
, Bool setOffset); | ||
// NOTE: | ||
// The 'offset' argument is the "increment" value when setOffset is false, and | ||
// the actual "offset" value when setOffset is true. | ||
// | ||
// For this function to work correctly, we must have | ||
// 'offset' = 'pointer'-'cap.address'. | ||
// In the most critical case we have both available and picking one or the | ||
// other is less efficient than passing both. If the 'setOffset' flag is set, | ||
// this function will ignore the 'pointer' argument and use 'offset' to set the | ||
// offset of 'cap' by adding it to the capability base. If the 'setOffset' flag | ||
// is not set, this function will increment the offset of 'cap' by replacing | ||
// the 'cap.address' field with the 'pointer' argument (with the assumption | ||
// that the 'pointer' argument is indeed equal to 'cap.address'+'offset'. The | ||
// 'cap.addrBits' field is also updated accordingly. | ||
CapFat ret = cap; | ||
Exp e = cap.bounds.exp; | ||
// Updating the address of a capability requires checking that the new | ||
// address is still within representable bounds. For capabilities with big | ||
// representable regions (with exponents >= resetExp-2), there is no | ||
// representability issue. | ||
// For the other capabilities, the check consists of two steps: | ||
// - A "inRange" test | ||
// - A "inLimits" test | ||
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// The inRange test | ||
// ---------------- | ||
// Conceptually, the inRange test checks the magnitude of 'offset' is less | ||
// then the representable region's size S. This ensures that the inLimits | ||
// test result is meaningful. The test succeeds if the absolute value of | ||
// 'offset' is less than S, that is -S < 'offset' < S. This test reduces to a | ||
// check that there are no significant bits in the high bits of 'offset', | ||
// that is they are all ones or all zeros. | ||
CapAddr offsetAddr = offset; | ||
Bit#(TSub#(CapAddrW,MW)) signBits = signExtend(offset[valueOf(TSub#(CapAddrW,1))]); | ||
Bit#(TSub#(CapAddrW,MW)) highOffsetBits = truncateLSB(offsetAddr); | ||
Bit#(TSub#(CapAddrW,MW)) highBitsfilter = -1 << e; | ||
highOffsetBits = (highOffsetBits ^ signBits) & highBitsfilter; | ||
Bool inRange = (highOffsetBits == 0); | ||
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// The inLimits test | ||
// ----------------- | ||
// Conceptually, the inLimits test ensures that neither the of the edges of | ||
// the representable region have been crossed with the new address. In | ||
// essence, it compares the distance 'offsetBits' added (on MW bits) with the | ||
// distance 'toBounds' to the edge of the representable space (on MW bits). | ||
// - For a positive or null increment | ||
// inLimits = offsetBits < toBounds - 1 | ||
// - For a negative increment: | ||
// inLimits = (offsetBits >= toBounds) and ('we were not already on the | ||
// bottom edge') (when already on the bottom edge of the representable | ||
// space, the relevant bits of the address and those of the representable | ||
// edge are the same, leading to a false positive on the i >= toBounds | ||
// comparison) | ||
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// The sign of the increment | ||
Bool posInc = msb(offsetAddr) == 1'b0; | ||
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// The offsetBits value corresponds to the appropriate slice of the | ||
// 'offsetAddr' argument | ||
Bit#(MW) offsetBits = truncate(offsetAddr >> e); | ||
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// The toBounds value is given by substracting the address of the capability | ||
// from the address of the edge of the representable region (on MW bits) when | ||
// the 'setOffset' flag is not set. When it is set, it is given by | ||
// substracting the base address of the capability from the edge of the | ||
// representable region (on MW bits). This value is both the distance to the | ||
// representable top and the distance to the representable bottom (when | ||
// appended to a one for negative sign), a convenience of the two's | ||
// complement representation. | ||
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// NOTE: When the setOffset flag is set, toBounds should be the distance from | ||
// the base to the representable edge. This can be computed efficiently, and | ||
// without relying on the temporary fields, as follows: equivalent to | ||
// (repBoundBits - cap.bounds.baseBits): | ||
Bit#(MW) toBounds_A = {3'b111,0} - {3'b000,truncate(cap.bounds.baseBits)}; | ||
// equivalent to (repBoundBits - cap.bounds.baseBits - 1): | ||
Bit#(MW) toBoundsM1_A = {3'b110,~truncate(cap.bounds.baseBits)}; | ||
/* | ||
XXX not sure if we still care about that | ||
if (toBoundsM1_A != (toBounds_A-1)) $display("error %x", toBounds_A[15:13]); | ||
*/ | ||
// When the setOffset flag is not set, we need to use the temporary fields | ||
// with the upper bits of the representable bounds | ||
Bit#(MW) repBoundBits = {tf.repBoundTopBits,0}; | ||
Bit#(MW) toBounds_B = repBoundBits - cap.addrBits; | ||
Bit#(MW) toBoundsM1_B = repBoundBits + ~cap.addrBits; | ||
// Select the appropriate toBounds value | ||
Bit#(MW) toBounds = setOffset ? toBounds_A : toBounds_B; | ||
Bit#(MW) toBoundsM1 = setOffset ? toBoundsM1_A : toBoundsM1_B; | ||
Bool addrAtRepBound = !setOffset && (repBoundBits == cap.addrBits); | ||
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// Implement the inLimit test | ||
Bool inLimits = False; | ||
if (posInc) begin | ||
// For a positive or null increment | ||
// SetOffset is offsetting against base, which has 0 in the lower bits, so | ||
// we don't need to be conservative. | ||
inLimits = setOffset ? offsetBits <= toBoundsM1 | ||
: offsetBits < toBoundsM1; | ||
end else begin | ||
// For a negative increment | ||
inLimits = (offsetBits >= toBounds) && !addrAtRepBound; | ||
end | ||
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// Complete representable bounds check | ||
// ----------------------------------- | ||
Bool inBounds = (inRange && inLimits) || (e >= (resetExp - 2)); | ||
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// Updating the return capability | ||
// ------------------------------ | ||
if (setOffset) begin | ||
// Get the base and add the offsetAddr. This could be slow, but seems to | ||
// pass timing. | ||
ret.address = getBotFat(cap,tf) + offsetAddr; | ||
// Work out the slice of the address we are interested in using MW-bit | ||
// arithmetics. | ||
Bit#(MW) newAddrBits = cap.bounds.baseBits + offsetBits; | ||
// Ensure the bits of the address slice past the top of the address space | ||
// are zero | ||
Bit#(2) mask = (e == resetExp) ? 2'b00 : (e == resetExp-1) ? 2'b01 : 2'b11; | ||
ret.addrBits = {mask, ~0} & newAddrBits; | ||
end else begin | ||
// In the incOffset case, the 'pointer' argument already contains the new | ||
// address | ||
ret.address = pointer; | ||
ret.addrBits = truncate(ret.address >> e); | ||
end | ||
// Nullify the capability if the representable bounds check has failed | ||
if (!inBounds) ret.isCapability = False; | ||
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// return updated / invalid capability | ||
return VnD {v: inBounds, d: ret}; | ||
endfunction |
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function VnD#(CapFat) setAddress(CapFat cap, CapAddr address, TempFields tf); | ||
CapFat ret = setCapPointer(cap, address); | ||
Exp e = cap.bounds.exp; | ||
// Calculate what the difference in the upper bits of the new and original addresses must be if | ||
// the new address is within representable bounds. | ||
Bool newAddrHi = truncateLSB(ret.addrBits) < tf.repBoundTopBits; | ||
Bit#(TSub#(CapAddrW,MW)) deltaAddrHi = signExtend({1'b0,pack(newAddrHi)} - {1'b0,pack(tf.addrHi)}) << e; | ||
// Calculate the actual difference between the upper bits of the new address and the original address. | ||
Bit#(TSub#(CapAddrW,MW)) mask = -1 << e; | ||
Bit#(TSub#(CapAddrW,MW)) deltaAddrUpper = (truncateLSB(address)&mask) - (truncateLSB(cap.address)&mask); | ||
Bool inRepBounds = deltaAddrHi == deltaAddrUpper; | ||
if (!inRepBounds) ret.isCapability = False; | ||
return VnD {v: inRepBounds, d: ret}; | ||
endfunction |
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function SetBoundsReturn#(CapFat, CapAddrW) setBoundsFat(CapFat cap, Address lengthFull); | ||
CapFat ret = cap; | ||
// Find new exponent by finding the index of the most significant bit of the | ||
// length, or counting leading zeros in the high bits of the length, and | ||
// substracting them to the CapAddr width (taking away the bottom MW-1 bits: | ||
// trim (MW-1) bits from the bottom of length since any length with a | ||
// significance that small will yield an exponent of zero). | ||
CapAddr length = truncate(lengthFull); | ||
Bit#(TSub#(CapAddrW,TSub#(MW,1))) lengthMSBs = truncateLSB(length); | ||
Exp zeros = zeroExtend(countZerosMSB(lengthMSBs)); | ||
// Adjust resetExp by one since it's scale reaches 1-bit greater than a | ||
// 64-bit length can express. | ||
Bool maxZero = (zeros==(resetExp-1)); | ||
Bool intExp = !(maxZero && length[fromInteger(valueOf(TSub#(MW,2)))]==1'b0); | ||
// Do this without subtraction | ||
//fromInteger(valueof(TSub#(SizeOf#(Address),TSub#(MW,1)))) - zeros; | ||
Exp e = (resetExp-1) - zeros; | ||
// Derive new base bits by extracting MW bits from the capability address | ||
// starting at the new exponent's position. | ||
CapAddrPlus2 base = {2'b0, cap.address}; | ||
Bit#(TAdd#(MW,1)) newBaseBits = truncate(base>>e); | ||
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// Derive new top bits by extracting MW bits from the capability address + | ||
// requested length, starting at the new exponent's position, and rounding up | ||
// if significant bits are lost in the process. | ||
CapAddrPlus2 len = {2'b0, length}; | ||
CapAddrPlus2 top = base + len; | ||
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// Create a mask with all bits set below the MSB of length and then masking | ||
// all bits below the mantissa bits. | ||
CapAddrPlus2 lmask = smearMSBRight(len); | ||
// The shift amount required to put the most significant set bit of the len | ||
// just above the bottom HalfExpW bits that are taken by the exp. | ||
Integer shiftAmount = valueOf(TSub#(TSub#(MW,2),HalfExpW)); | ||
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// Calculate all values associated with E=e (e not rounding up) | ||
// Round up considering the stolen HalfExpW exponent bits if required | ||
Bit#(TAdd#(MW,1)) newTopBits = truncate(top>>e); | ||
// Check if non-zero bits were lost in the low bits of top, either in the 'e' | ||
// shifted out bits or in the HalfExpW bits stolen for the exponent | ||
// Shift by MW-1 to move MSB of mask just below the mantissa, then up | ||
// HalfExpW more to take in the bits that will be lost for the exponent when | ||
// it is non-zero. | ||
CapAddrPlus2 lmaskLor = lmask>>fromInteger(shiftAmount+1); | ||
CapAddrPlus2 lmaskLo = lmask>>fromInteger(shiftAmount); | ||
// For the len, we're not actually losing significance since we're not | ||
// storing it, we just want to know if any low bits are non-zero so that we | ||
// will know if it will cause the total length to round up. | ||
Bool lostSignificantLen = (len&lmaskLor)!=0 && intExp; | ||
Bool lostSignificantTop = (top&lmaskLor)!=0 && intExp; | ||
// Check if non-zero bits were lost in the low bits of base, either in the | ||
// 'e' shifted out bits or in the HalfExpW bits stolen for the exponent | ||
Bool lostSignificantBase = (base&lmaskLor)!=0 && intExp; | ||
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// Calculate all values associated with E=e+1 (e rounding up due to msb of L | ||
// increasing by 1) This value is just to avoid adding later. | ||
Bit#(MW) newTopBitsHigher = truncateLSB(newTopBits); | ||
// Check if non-zero bits were lost in the low bits of top, either in the 'e' | ||
// shifted out bits or in the HalfExpW bits stolen for the exponent Shift by | ||
// MW-1 to move MSB of mask just below the mantissa, then up HalfExpW more to | ||
// take in the bits that will be lost for the exponent when it is non-zero. | ||
Bool lostSignificantTopHigher = (top&lmaskLo)!=0 && intExp; | ||
// Check if non-zero bits were lost in the low bits of base, either in the | ||
// 'e' shifted out bits or in the HalfExpW bits stolen for the exponent | ||
Bool lostSignificantBaseHigher = (base&lmaskLo)!=0 && intExp; | ||
// If either base or top lost significant bits and we wanted an exact | ||
// setBounds, void the return capability | ||
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// We need to round up Exp if the msb of length will increase. | ||
// We can check how much the length will increase without looking at the | ||
// result of adding the length to the base. We do this by adding the lower | ||
// bits of the length to the base and then comparing both halves (above and | ||
// below the mask) to zero. Either side that is non-zero indicates an extra | ||
// "1" that will be added to the "mantissa" bits of the length, potentially | ||
// causing overflow. Finally check how close the requested length is to | ||
// overflow, and test in relation to how much the length will increase. | ||
CapAddrPlus2 topLo = (lmaskLor & len) + (lmaskLor & base); | ||
CapAddrPlus2 mwLsbMask = lmaskLor ^ lmaskLo; | ||
// If the first bit of the mantissa of the top is not the sum of the | ||
// corrosponding bits of base and length, there was a carry in. | ||
Bool lengthCarryIn = (mwLsbMask & top) != ((mwLsbMask & base)^(mwLsbMask & len)); | ||
Bool lengthRoundUp = lostSignificantTop; | ||
Bool lengthIsMax = (len & (~lmaskLor)) == (lmask ^ lmaskLor); | ||
Bool lengthIsMaxLessOne = (len & (~lmaskLor)) == (lmask ^ lmaskLo); | ||
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Bool lengthOverflow = False; | ||
if (lengthIsMax && (lengthCarryIn || lengthRoundUp)) lengthOverflow = True; | ||
if (lengthIsMaxLessOne && lengthCarryIn && lengthRoundUp) lengthOverflow = True; | ||
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if(lengthOverflow && intExp) begin | ||
e = e+1; | ||
ret.bounds.topBits = lostSignificantTopHigher ? newTopBitsHigher + 'b1000 | ||
: newTopBitsHigher; | ||
ret.bounds.baseBits = truncateLSB(newBaseBits); | ||
end else begin | ||
ret.bounds.topBits = lostSignificantTop ? truncate(newTopBits + 'b1000) | ||
: truncate(newTopBits); | ||
ret.bounds.baseBits = truncate(newBaseBits); | ||
end | ||
Bool exact = !(lostSignificantBase || lostSignificantTop); | ||
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ret.bounds.exp = e; | ||
// Update the addrBits fields | ||
ret.addrBits = ret.bounds.baseBits; | ||
// Derive new format from newly computed exponent value, and round top up if | ||
// necessary | ||
if (!intExp) begin // If we have an Exp of 0 and no implied MSB of L. | ||
ret.format = Exp0; | ||
end else begin | ||
ret.format = EmbeddedExp; | ||
Bit#(HalfExpW) botZeroes = 0; | ||
ret.bounds.baseBits = {truncateLSB(ret.bounds.baseBits), botZeroes}; | ||
ret.bounds.topBits = {truncateLSB(ret.bounds.topBits), botZeroes}; | ||
end | ||
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// Begin calculate newLength in case this is a request just for a | ||
// representable length: | ||
CapAddrPlus2 newLength = {2'b0, length}; | ||
CapAddrPlus2 baseMask = -1; // Override the result from the previous line if | ||
// we represent everything. | ||
if (intExp) begin | ||
CapAddrPlus2 oneInLsb = (lmask ^ (lmask>>1)) >> shiftAmount; | ||
CapAddrPlus2 newLengthRounded = newLength + oneInLsb; | ||
newLength = (newLength & (~lmaskLor)); | ||
newLengthRounded = (newLengthRounded & (~lmaskLor)); | ||
if (lostSignificantLen) newLength = newLengthRounded; | ||
baseMask = (lengthIsMax && lostSignificantTop) ? ~lmaskLo : ~lmaskLor; | ||
end | ||
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// Return derived capability | ||
return SetBoundsReturn { cap: ret | ||
, exact: exact | ||
, length: truncate(newLength) | ||
, mask: truncate(baseMask) }; | ||
endfunction |
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\url{https://github.com/CTSRD-CHERI/cheri-cap-lib/tree/618e844} |