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Author SHA1 Message Date
Landon Curt Noll
80e841eded Release v2.14.2.1
The following are the changes in this release:

    Added cal/fnv_tool.cal, a calc resource file defining:

	find_fnv_prime(bits)
	deprecated_fnv0(bits,fnv_prime,string)
	fnv_offset_basis(bits,fnv_prime)
	fnv1a_style_hash(bits,fnv_prime,prev_hash,string)

    Fixed sorted order of cal/README.
2023-07-25 23:09:39 -07:00
Landon Curt Noll
3f78fc20d7 fix make picky errors found in cal/fnv_tool.cal 2023-07-25 23:06:11 -07:00
Landon Curt Noll
c26460b255 add cal/fnv_tool.cal
Added cal/fnv_tool.cal, a calc resource file defining:

    find_fnv_prime(bits)
    deprecated_fnv0(bits,fnv_prime,string)
    fnv_offset_basis(bits,fnv_prime)
    fnv1a_style_hash(bits,fnv_prime,prev_hash,string)

Fixed sorted order of cal/README.
2023-07-25 22:58:58 -07:00
Landon Curt Noll
3ec7b39366 Release v2.14.2.0
The following are the changes in this release:

    Ported calc to the s390x IBM Mainframe running RHEL9.1.

    Added cal/splitbits.cal:

	splitbits(x, b)

	Given an integer x, split the value into a list of integers,
	each of which is at most b bits long.

	The value b must be an integer > 0.

	The number of elements in the returned list is:

	    ceil((highbit(x) + 1) / b)

	If x == 0, then a list of 1 element containing 0 is returned.

	If x < 0, then the two's compliment of abs(x) is returned.
	Even though calc represents negative integers as positive values
	with sign bit, the bits returned by this function are as if
	the integer converted as if the integer was a two's compliment value.

	See also the help command:

	    ; help resource
2023-07-21 23:22:20 -07:00
Landon Curt Noll
49c599aec9 updated via git commit 2023-07-21 23:05:23 -07:00
Landon Curt Noll
a582511002 updated with make depend 2023-07-21 23:04:09 -07:00
Landon Curt Noll
e05d904821 add cal/splitbits.cal 2023-07-21 23:02:51 -07:00
Landon Curt Noll
ccd579ecda ported calc to the s390x IBM Mainframe running RHEL9.1 2023-07-21 22:38:17 -07:00
Landon Curt Noll
15be1dec4d fix typos from previous commit
TL;DR :-)
2023-07-20 16:48:06 -07:00
Landon Curt Noll
f34c659877 expand on top section of README.md
Added TL;DR section at the top along the lines of pull request #80.
We expanded it to include a number of other common systems.
2023-07-20 16:44:39 -07:00
Landon Curt Noll
2ad27e7909 Merge pull request #80 from john-peterson/patch-1
Print usage on top
2023-07-20 16:33:56 -07:00
John Sebastian Peterson
a4d3c8ff9d Print usage on top
It's common practice nowadays to out this on the very top

A text that can be copied to the terminal an "it just works"

Will bring many back to the roots of computers after over commercialisation of the over hyped "desktop experience" of the 90s
2023-07-20 06:35:10 +02:00
12 changed files with 770 additions and 24 deletions

43
CHANGES
View File

@@ -1,4 +1,45 @@
The following are the changes from calc version 2.14.1.5 to date:
The following are the changes from calc version 2.14.2.1 to date:
Added cal/fnv_tool.cal, a calc resource file defining:
find_fnv_prime(bits)
deprecated_fnv0(bits,fnv_prime,string)
fnv_offset_basis(bits,fnv_prime)
fnv1a_style_hash(bits,fnv_prime,prev_hash,string)
Fixed sorted order of cal/README.
The following are the changes from calc version 2.14.2.0 to 2.14.2.0:
Ported calc to the s390x IBM Mainframe running RHEL9.1.
Added cal/splitbits.cal:
splitbits(x, b)
Given an integer x, split the value into a list of integers,
each of which is at most b bits long.
The value b must be an integer > 0.
The number of elements in the returned list is:
ceil((highbit(x) + 1) / b)
If x == 0, then a list of 1 element containing 0 is returned.
If x < 0, then the two's compliment of abs(x) is returned.
Even though calc represents negative integers as positive values
with sign bit, the bits returned by this function are as if
the integer converted as if the integer was a two's compliment value.
See also the help command:
; help resource
The following are the changes from calc version 2.14.1.5 to 2.14.1.6:
Fixed version numbers in two cases in CHANGES that referred
to the 2.14.2.x instead of 2.14.1.x.

View File

@@ -1381,7 +1381,7 @@ EXT=
# The default calc versions
#
VERSION= 2.14.1.6
VERSION= 2.14.2.1
# Names of shared libraries with versions
#
@@ -6415,7 +6415,9 @@ file.o: strl.h
file.o: value.h
file.o: zmath.h
fposval.o: alloc.h
fposval.o: attribute.h
fposval.o: banned.h
fposval.o: byteswap.h
fposval.o: decl.h
fposval.o: endian_calc.h
fposval.o: fposval.c
@@ -6427,8 +6429,11 @@ fposval.o: have_memmv.h
fposval.o: have_newstr.h
fposval.o: have_offscl.h
fposval.o: have_posscl.h
fposval.o: have_stdlib.h
fposval.o: have_string.h
fposval.o: have_unused.h
fposval.o: longbits.h
fposval.o: zmath.h
func.o: alloc.h
func.o: attribute.h
func.o: banned.h

View File

@@ -1239,7 +1239,7 @@ EXT=
# The default calc versions
#
VERSION= 2.14.1.6
VERSION= 2.14.2.1
# Names of shared libraries with versions
#
@@ -5699,7 +5699,9 @@ file.o: strl.h
file.o: value.h
file.o: zmath.h
fposval.o: alloc.h
fposval.o: attribute.h
fposval.o: banned.h
fposval.o: byteswap.h
fposval.o: decl.h
fposval.o: endian_calc.h
fposval.o: fposval.c
@@ -5711,8 +5713,11 @@ fposval.o: have_memmv.h
fposval.o: have_newstr.h
fposval.o: have_offscl.h
fposval.o: have_posscl.h
fposval.o: have_stdlib.h
fposval.o: have_string.h
fposval.o: have_unused.h
fposval.o: longbits.h
fposval.o: zmath.h
func.o: alloc.h
func.o: attribute.h
func.o: banned.h

View File

@@ -1,3 +1,25 @@
# TL;DR Try calc
## TL;DR Install calc
```
misc linux: sudo yum install calc
on Debian: sudo apt install calc
on RHEL: sudo dnf install calc
on Ubuntu: sudo apt install calc
via Termux: apt install calc
via src: sudo make clobber all chk instsll
```
## TL;DR Run calc
```
misc shell: calc
via bash: calc
via misc app: launch calc via Termux
via zsh: calc
```
# What is calc?
Calc is an interactive calculator which provides for easy large

View File

@@ -269,19 +269,20 @@ TRUE= true
CALC_FILES= README alg_config.cal beer.cal bernoulli.cal \
bernpoly.cal bigprime.cal bindings brentsolve.cal chi.cal chrem.cal \
comma.cal constants.cal deg.cal dms.cal dotest.cal ellip.cal \
factorial.cal factorial2.cal gvec.cal hello.cal hms.cal infinities.cal \
intfile.cal intnum.cal lambertw.cal linear.cal lnseries.cal lucas.cal \
lucas_chk.cal mersenne.cal mfactor.cal mod.cal natnumset.cal \
palindrome.cal pell.cal pi.cal pix.cal pollard.cal poly.cal prompt.cal \
psqrt.cal qtime.cal quat.cal randbitrun.cal randmprime.cal \
randombitrun.cal randomrun.cal randrun.cal regress.cal repeat.cal \
screen.cal seedrandom.cal set8700.cal set8700.line smallfactors.cal \
solve.cal specialfunctions.cal statistics.cal strings.cal sumsq.cal \
sumtimes.cal surd.cal test1700.cal test2300.cal test2600.cal \
test2700.cal test3100.cal test3300.cal test3400.cal test3500.cal \
test4000.cal test4100.cal test4600.cal test5100.cal test5200.cal \
test8400.cal test8500.cal test8600.cal test8900.cal toomcook.cal \
unitfrac.cal varargs.cal xx_print.cal zeta2.cal
factorial.cal factorial2.cal fnv_tool.cal gvec.cal hello.cal hms.cal \
infinities.cal intfile.cal intnum.cal lambertw.cal linear.cal \
lnseries.cal lucas.cal lucas_chk.cal mersenne.cal mfactor.cal mod.cal \
natnumset.cal palindrome.cal pell.cal pi.cal pix.cal pollard.cal \
poly.cal prompt.cal psqrt.cal qtime.cal quat.cal randbitrun.cal \
randmprime.cal randombitrun.cal randomrun.cal randrun.cal regress.cal \
repeat.cal screen.cal seedrandom.cal set8700.cal set8700.line \
smallfactors.cal solve.cal specialfunctions.cal splitbits.cal \
statistics.cal strings.cal sumsq.cal sumtimes.cal surd.cal \
test1700.cal test2300.cal test2600.cal test2700.cal test3100.cal \
test3300.cal test3400.cal test3500.cal test4000.cal test4100.cal \
test4600.cal test5100.cal test5200.cal test8400.cal test8500.cal \
test8600.cal test8900.cal toomcook.cal unitfrac.cal varargs.cal \
xx_print.cal zeta2.cal
# These calc files are now obsolete and are removed by the install rule.
#

View File

@@ -388,6 +388,13 @@ dotest.cal
dotest("set8700.line");
ellip.cal
efactor(iN, ia, B, force)
Attempt to factor using the elliptic functions: y^2 = x^3 + a*x + b.
factorial.cal
factorial(n)
@@ -548,12 +555,65 @@ factorial2.cal
for information on falling factorials.
ellip.cal
fnv_util.cal
efactor(iN, ia, B, force)
Utility tools for FNV hash and "FNV-style" hash operations.
Attempt to factor using the elliptic functions: y^2 = x^3 + a*x + b.
These functions, if given non-standard values, will produce bogus results.
In some cases, such as specifying the number of bits in the hash,
using a non-power of 2 bit will produce a result that may work,
but the hash will be only an "FNV-style" hash and not a true FNV hash.
find_fnv_prime(bits)
If bits == null(), this function will attempt to prompt stdin
for a value and provide commends on the value of bits.
given:
bits number of bits in the hash, null() ==> prompt for value
returns:
0 ==> no FNV prime found
>0 ==> FNV prime
deprecated_fnv0(bits, fnv_prime, string)
If fnv_prime == null(), this function will try to compute the FNV prime
for a hash of size bits.
given:
bits number of bits in FNV hash
fnv_prime FNV prime, null() ==> generate suitable FNV prime if possible
string string to hash
returns:
FNV-0 hash, for size bytes, of string
NOTE: This function does NOT attempt to determine that fnv_prime is prime.
fnv_offset_basis(bits, fnv_prime)
given:
bits number of bits in FNV hash
fnv_prime FNV prime, null() ==> generate suitable FNV prime if possible
returns:
FNV offset basis for a hash size of bits and an FNV prime of fnv_prime
NOTE: This function does NOT attempt to determine that fnv_prime is prime.
fnv1a_style_hash(bits, fnv_prime, prev_hash, string)
given:
bits number of bits in FNV hash
fnv_prime FNV prime, null() ==> generate suitable FNV prime if possible
prev_hash previous hash value, null() ==> generate FNV offset basis
string string to hash
returns:
"FNV-style" hash of bits
NOTE: This function does NOT attempt to determine that fnv_prime is prime.
gvec.cal
@@ -1433,6 +1493,60 @@ specialfunctions.cal
on the script zeta2.cal.
splitbits.cal
splitbits(x, b)
Given an integer x, split the value into a list of integers,
each of which is at most b bits long.
The value b must be an integer > 0.
The number of elements in the returned list is:
ceil((highbit(x) + 1) / b)
If x == 0, then a list of 1 element containing 0 is returned.
If x < 0, then the two's compliment of abs(x) is returned.
Even though calc represents negative integers as positive values
with sign bit, the bits returned by this function are as if
the integer converted as if the integer was a two's compliment
value. For example:
; L = splitbits(-1, 8);
; print L[[0]]
255
; L = splitbits(-2, 8);
; print L[[0]]
254
; L = splitbits(-3, 8);
; print L[[0]]
253
The first element of the list contains the lowest order bits
of x. The last element of the list contains the highest number
bits of x.
For example:
; x = 2^23209-1
; L = splitbits(x, 16);
; print size(L), L[[0]]
; print istype(2, 3i), istype(2, "2"), istype(2, null())
0 0 0
; mat a[2]
; b = list(1,2,3)
; c = assoc()
; obj chongo {was, here} d;
; print istype(a,b), istype(b,c), istype(c,d)
0 0 0
statistics.cal
gammaincoctave(z,a)

474
cal/fnv_tool.cal Normal file
View File

@@ -0,0 +1,474 @@
/*
* fnv_util - utility tools for FNV hash and "FNV-style" hash operations
*
* This file provides the following functions:
*
* find_fnv_prime(bits)
* deprecated_fnv0(bits, fnv_prime, string)
* fnv_offset_basis(bits, fnv_prime)
* fnv1a_style_hash(bits, fnv_prime, prev_hash, string)
*
* See the individual function for details on args and return value.
*
* If no args are given to find_fnv_prime() and stdin is associated
* with a tty (i.e., an interactive terminal), then bits will be
* prompted for and commentary will be printed to stdout as well.
*
* If fnv_prime == null(), then an attempt to compute the FNV prime
* for a hash if size bits is attempted..
*
* If prev_hash == null(), then the FNV offset basis for
* for a hash if size bits is computed.
*
* For more information on the FNV hash see:
*
* https://en.wikipedia.org/wiki/Fowler-Noll-Vo_hash_function
* http://www.isthe.com/chongo/tech/comp/fnv/index.html
*
* IMPORTANT NOTE:
*
* These functions, if given non-standard values, will produce bogus results.
* In some cases, such as specifying the number of bits in the hash,
* using a non-power of 2 bit will produce a result that may work,
* but the hash will be only an "FNV-style" hash and not a true FNV hash.
*
* We say "FNV-style" because the result hash is not a "true FNV-like" hash.
*
* Let integer n > 0 be the number if bits in the FNV hash. Then:
*
* t = floor((5+n)/12)
*
* The FNV prime, for the given n bits is the smallest prime of the form:
*
* p = 256^t + 2^8 + b
*
* such that:
*
* 0 < b < 2^8
* The number of one-bits in b must be 4 or 5
* p mod (2^40 - 2^24 - 1) > (2^24 + 2^8 + 2^7)
*
* If you force n to not be a power of 2, for example:
*
* n = 44
*
* you will find that the FNV prime for 44 bits is:
*
* p44 = 4294967597
* = 0x10000012d
* = 0b100000000000000000000000100101101
* = 2^32 + 301 = 2^32 + 2^8 + 2^5 + 2^3 + 2^2 + 2^0
*
* However a hash size of 44 bits is not a true FNV hash, it is only a "FNV-style" hash.
*
* NOTE: We disallow n <= 31 because there are no FNV primes that small.
*
* NOTE: For n that is a power of 2 and n > 1024, you will find that
* that FNV primes become so rare that that one may not find a suitable
* FNV prime. For n = 2048, 4096, 8192, 16384, 32768, 65536, 131072
* and 262144, there is NO suitable FNV prime.
*
* As for as hashing goes, large values of n, even if an
* FNV hash may be found, are unlikely to be truly useful. :-)
*/
/*
* Copyright (c) 2023 by Landon Curt Noll. All Rights Reserved.
*
* Permission to use, copy, modify, and distribute this software and
* its documentation for any purpose and without fee is hereby granted,
* provided that the above copyright, this permission notice and text
* this comment, and the disclaimer below appear in all of the following:
*
* supporting documentation
* source copies
* source works derived from this source
* binaries derived from this source or from derived source
*
* LANDON CURT NOLL DISCLAIMS ALL WARRANTIES WITH REGARD TO THIS SOFTWARE,
* INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS. IN NO
* EVENT SHALL LANDON CURT NOLL BE LIABLE FOR ANY SPECIAL, INDIRECT OR
* CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM LOSS OF
* USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR
* OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR
* PERFORMANCE OF THIS SOFTWARE.
*
* chongo (Landon Curt Noll, http://www.isthe.com/chongo/index.html) /\oo/\
*
* Share and enjoy! :-)
*/
/*
* find_fnv_prime - try to find a FNV prime given the number of bits
*
* If bits == null(), this function will attempt to prompt stdin
* for a value and provide commends on the value of bits.
*
* given:
* bits number of bits in the hash, null() ==> prompt for value
*
* returns:
* 0 ==> no FNV prime found
* >0 ==> FNV prime
*/
define find_fnv_prime(bits)
{
local b; /* lower octet of the potential FNV prime: [1,255] */
local p; /* value to test as an FNV prime */
local t; /* power of 256 part of the FNV prime */
local one_bits; /* number of 1 bits in b */
local p_minus_b; /* potential FNV prime less b */
local interactive; /* true ==> interactive mode and print commentary */
/*
* case: no arg, prompt for bits and print commentary
*/
interactive = 0; /* assume non-interactive mode */
if (isnull(bits)) {
/*
* must be attached to an interactive terminal
*/
if (!isatty(files(0))) {
print "# FATAL: stdin is not a tty: not attached to an interactive terminal";
return 0;
}
interactive = 1; /* set interactive mode */
/*
* prompt for the number of bits
*/
do {
local strscanf_ret; /* return from strscanf_ret */
local input; /* value read after prompt */
/*
* prompt and obtain the input
*/
input = prompt("Enter hash size in bits: ");
strscanf_ret = strscanf(input, "%i", bits);
print "input =", input;
print "bits =", bits;
if (!isint(bits) || bits <= 0) {
print;
print "# NOTE: must enter a integer > 0, try again";
print;
}
} while (!isint(bits) || bits <= 0);
}
/*
* firewall - bits must be non-negative integer
*/
if (!isint(bits) || bits < 0) {
if (interactive) {
print "# FATAL: bits must be non-negative integer";
}
return 0;
}
/*
* provide commentary on the choice of bits if we are interactive
*/
if (interactive) {
if (popcnt(bits) == 1) {
if (bits > 1024) {
print "# WARNING: FNV primes for powers of 2 > 1024 are extremely rare.";
print "# WARNING: There are no FNV primes for 2048, 4096, 8192, 16384, 327678, 65536, 131072, nor 262144.";
}
print "# NOTE: bits a power of 2 and bits >= 32: bits is suitable for a true FNV hash";
print "n =", bits;
} else {
if (bits < 32) {
print "# WARNING: bits < 32 is not recommended because there isn't enough bits to be worth hashing";
}
print "# WARNING: because bits is not a power of 2, we can only form an \"FNV-style hash\": not a true FNV hash.";
print "# WARNING: A \"FNV-style hash\" may not have the desired hash properties of a true FNV hash.";
print "n =", bits;
}
}
/*
* search setup
*/
t = floor((5+bits)/12);
p_minus_b = 256^t + 2^8;
/*
* search for a b that forms a suitable FNV prime
*/
for (b=1; b < 256; ++b) {
/*
* reject b unless the of one-bits in bottom octet of p is 4 or 5
*/
one_bits = popcnt(b);
if (one_bits != 4 && one_bits != 5) {
continue;
}
/*
* reject potential p value that is not prime
*/
p = p_minus_b + b;
if (ptest(p) == 0) {
continue;
}
/*
* accept p if p mod (2^40 - 2^24 - 1) > (2^24 + 2^8 + 2^7)
*/
if ((p % (2^40 - 2^24 - 1)) > (2^24 + 2^8 + 2^7)) {
return p;
}
}
/*
* case: did not find an FNV prime
*/
if (b >= 256) {
/*
* examine results if interactive
*/
if (interactive) {
print "# FATAL: There is no a suitable FNV prime for bits =", bits;
quit "find_fnv_prime: FATAL: FNV prime search failed";
}
/*
* return 0 to indicate no FNV prime found
*/
return 0;
}
/*
* provide FNV commentary if interactive
*/
if (interactive) {
print "t =", t;
print "b =", b;
print "# NOTE: p = 256^":t, "+ 2^8 +", b;
print;
print "p =", p;
}
/*
* return FNV prime
*/
return p;
}
/*
* deprecated_fnv0 - FNV-0 hash that should only be used to generate an FNV offset basis
*
* If fnv_prime == null(), this function will try to compute the FNV prime
* for a hash of size bits.
*
* given:
* bits number of bits in FNV hash
* fnv_prime FNV prime, null() ==> generate suitable FNV prime if possible
* string string to hash
*
* returns:
* FNV-0 hash, for size bytes, of string
*
* NOTE: This function does NOT attempt to determine that fnv_prime is prime.
*/
define deprecated_fnv0(bits, fnv_prime, string)
{
local hash; /* FNV hash value */
local len; /* length of string */
local base; /* base of FNV hash: 2^bits */
local i;
/*
* firewall
*/
if (!isint(bits) || bits <= 0) {
quit "deprecated_fnv0: FATAL: bits arg must be an integer > 0";
}
if (!isstr(string)) {
quit "deprecated_fnv0: FATAL: string arg must be a string";
}
/*
* fnv_prime == null() means to try and generate the FNV prime
*/
if (isnull(fnv_prime)) {
/* try to generate an FNV prime */
fnv_prime = find_fnv_prime(bits);
if (fnv_prime == 0) {
quit "deprecated_fnv0: FATAL: no FNV prime exists for the given hash size in bits";
}
}
if (!isint(fnv_prime) || fnv_prime <= 0) {
quit "deprecated_fnv0: FATAL: fnv_prime arg must be an integer > 0 and should be prime";
}
/*
* FNV-0 hash each character
*/
len = strlen(string);
base = 2^bits;
hash = 0;
for (i=0; i < len; ++i) {
hash = xor((hash * fnv_prime) % base, ord(string[i]));
}
return hash;
}
/*
* fnv_offset_basis - generate and FNV offset basis
*
* given:
* bits number of bits in FNV hash
* fnv_prime FNV prime, null() ==> generate suitable FNV prime if possible
*
* returns:
* FNV offset basis for a hash size of bits and an FNV prime of fnv_prime
*
* NOTE: This function does NOT attempt to determine that fnv_prime is prime.
*/
define
fnv_offset_basis(bits, fnv_prime)
{
local fnv0_hash = 0; /* FNV-0 hash value */
/* string to generate a FNV offset basis - do not change this value */
static chongo_was_here = "chongo <Landon Curt Noll> /\\../\\";
/*
* firewall
*/
if (!isint(bits) || bits <= 0) {
quit "fnv_offset_basis: FATAL: bits arg must be an integer > 0";
}
/*
* fnv_prime == null() means to try and generate the FNV prime
*/
if (isnull(fnv_prime)) {
/* try to generate an FNV prime */
fnv_prime = find_fnv_prime(bits);
if (fnv_prime == 0) {
quit "fnv_offset_basis: FATAL: no FNV prime exists for the given hash size in bits";
}
}
if (!isint(fnv_prime) || fnv_prime <= 0) {
quit "fnv_offset_basis: FATAL: fnv_prime arg must be an integer > 0 and should be prime";
}
/*
* return the FNV-0 hash of fnv_offset_basis as the FNV offset basis
*/
fnv0_hash = deprecated_fnv0(bits, fnv_prime, chongo_was_here);
return fnv0_hash;
}
/*
* fnv_style_hash - compute an "FNV-1a-style" hash
*
* These functions, if given non-standard values, will produce bogus results.
* To produce a true FNV-1a hash:
*
* bits must be a power of 2
* 32 <= bits
* fnv_prime == find_fnv_prime(bits) OR fnv_prime == null()
* prev_hash == previous FNV hash OR prev_hash == null()
*
* If fnv_prime == null(), this function will try to compute the FNV prime
* for a hash of size bits.
*
* If prev_hash == null(), this function will try to compute the FNV offset basis
* for a hash of size bits.
*
* One may chain "FNV-style" hashes by replacing the offset_basis with
* the hash state of the previous hash. For the first hash:
*
* fnv_prime = find_fnv_prime(bits)
* hash_val = fnv_style_hash(bits, fnv_prime, null(), string_a);
*
* then:
*
* hash_val = fnv_style_hash(bits, fnv_prime, hash_val, string_b);
*
* This will produce the same as the string_a concatenated with string_b:
*
* hash_val = fnv_style_hash(bits, null(), null(), string_a + string_b);
*
* NOTE: Because string_a and string_b are strings, the expression:
*
* string_a + string_b
*
* is string_a concatenated with string_b.
*
* given:
* bits number of bits in FNV hash
* fnv_prime FNV prime, null() ==> generate suitable FNV prime if possible
* prev_hash previous hash value, null() ==> generate FNV offset basis
* string string to hash
*
* returns:
* "FNV-style" hash of bits
*
* NOTE: This function does NOT attempt to determine that fnv_prime is prime.
*/
define
fnv1a_style_hash(bits, fnv_prime, prev_hash, string)
{
local hash = 0; /* FNV hash value */
local len; /* length of string */
local base; /* base of FNV hash: 2^bits */
local i;
/*
* firewall
*/
if (!isint(bits) || bits <= 0) {
quit "fnv1a_style_hash: FATAL: bits arg must be an integer > 0";
}
if (!isstr(string)) {
quit "fnv1a_style_hash: FATAL: string arg must be a string";
}
/*
* fnv_prime == null() means to try and generate the FNV prime
*/
if (isnull(fnv_prime)) {
/* try to generate an FNV prime */
fnv_prime = find_fnv_prime(bits);
if (fnv_prime == 0) {
quit "fnv1a_style_hash: FATAL: no FNV prime exists for the given hash size in bits";
}
}
if (!isint(fnv_prime) || fnv_prime <= 0) {
quit "fnv1a_style_hash: FATAL: fnv_prime arg must be an integer > 0 and should be prime";
}
/*
* prev_hash == null() means to generate the FNV offset basis
*/
if (isnull(prev_hash)) {
/* generate the FNV offset basis for a hash of size bits */
prev_hash = fnv_offset_basis(bits, fnv_prime);
}
if (!isint(prev_hash) || prev_hash < 0) {
quit "fnv1a_style_hash: FATAL: prev_hash arg must be an integer => 0";
}
/*
* FNV-1a hash each character
*/
len = strlen(string);
base = 2^bits;
hash = prev_hash;
for (i=0; i < len; ++i) {
hash = xor((hash * fnv_prime) % base, ord(string[i]));
}
return hash;
}

83
cal/splitbits.cal Normal file
View File

@@ -0,0 +1,83 @@
/*
* splitbits - split an integer into list on bit boundardies of a fixed size
*
* Copyright (C) 2018,2023 Landon Curt Noll
*
* Calc is open software; you can redistribute it and/or modify it under
* the terms of the version 2.1 of the GNU Lesser General Public License
* as published by the Free Software Foundation.
*
* Calc is distributed in the hope that it will be useful, but WITHOUT
* ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
* or FITNESS FOR A PARTICULAR PURPOSE. See the GNU Lesser General
* Public License for more details.
*
* A copy of version 2.1 of the GNU Lesser General Public License is
* distributed with calc under the filename COPYING-LGPL. You should have
* received a copy with calc; if not, write to Free Software Foundation, Inc.
* 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301, USA.
*
* Under source code control: 2006/06/07 14:10:11
* File existed as early as: 2006
*
* chongo <was here> /\oo/\ http://www.isthe.com/chongo/
* Share and enjoy! :-) http://www.isthe.com/chongo/tech/comp/calc/
*/
/*
* setup splitbits errors
*/
static E_SPLITBITS_1, E_SPLITBITS_2, E_SPLITBITS_3;
if (! iserror(E_SPLITBITS_1)) E_SPLITBITS_1 = newerror("1st argument to splitbits must be an integer");
if (! iserror(E_SPLITBITS_2)) E_SPLITBITS_2 = newerror("2nd argument to splitbits must be an integer");
if (! iserror(E_SPLITBITS_3)) E_SPLITBITS_3 = newerror("2nd argument must be an integer > 0");
/*
* define splitbits function
*/
define splitbits(x, b)
{
local ret; /* list to return */
local mask; /* 2^b-1 */
local x_is_reg = 0; /* true if x < 0 */
/* firewall */
if (! isint(x)) {
return error(E_SPLITBITS_1);
}
if (! isint(b)) {
return error(E_SPLITBITS_2);
}
if (b <= 0) {
return error(E_SPLITBITS_3);
}
/* special case: x == 0 */
if (x == 0) {
return list(0);
}
/* setup for splitting x */
ret = list();
mask = 2^b-1;
if (x < 0) {
x_is_reg = 1;
x = abs(x);
}
/* split x */
while (x > 0) {
printf("%d %x\n", size(ret), x);
if (x_is_reg) {
append(ret, xor(x & mask, mask));
} else {
append(ret, x & mask);
}
x >>= b;
}
/* return list */
return ret;
}

View File

@@ -475,7 +475,7 @@ EXT=
# The default calc versions
#
VERSION= 2.14.1.6
VERSION= 2.14.2.1
# Names of shared libraries with versions
#

View File

@@ -445,7 +445,7 @@ EXT=
# The default calc versions
#
VERSION= 2.14.1.6
VERSION= 2.14.2.1
# Names of shared libraries with versions
#

View File

@@ -1,7 +1,7 @@
/*
* fposval - Determine information about the file position type
*
* Copyright (C) 1999,2021 Landon Curt Noll
* Copyright (C) 1999,2021,2023 Landon Curt Noll
*
* Calc is open software; you can redistribute it and/or modify it under
* the terms of the version 2.1 of the GNU Lesser General Public License
@@ -72,6 +72,7 @@
#include "alloc.h"
#include "have_unused.h"
#include "have_memmv.h"
#include "zmath.h"
#include "banned.h" /* include after system header <> includes */

View File

@@ -83,8 +83,8 @@ static char *program;
*/
#define MAJOR_VER 2 /* major library version */
#define MINOR_VER 14 /* minor library version */
#define MAJOR_PATCH 1 /* major software version level */
#define MINOR_PATCH 6 /* minor software version level */
#define MAJOR_PATCH 2 /* major software version level */
#define MINOR_PATCH 1 /* minor software version level */
/*