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devel / comp.theory / cheapest highest quality random boolean value bits

SubjectAuthor
* cheapest highest quality random boolean value bitsDaniel Pehoushek
+* cheapest highest quality random boolean value bitsDaniel Pehoushek
|`* cheapest highest quality random boolean value bitsDaniel Pehoushek
| `* cheapest highest quality random boolean value bitsDaniel Pehoushek
|  `* cheapest highest quality random boolean value bitsDaniel Pehoushek
|   `* cheapest highest quality random boolean value bitsDaniel Pehoushek
|    `* cheapest highest quality random boolean value bitsDaniel Pehoushek
|     `* cheapest highest quality random boolean value bitsDaniel Pehoushek
|      `* cheapest highest quality random boolean value bitsDaniel Pehoushek
|       `* cheapest highest quality random boolean value bitsDaniel Pehoushek
|        `- cheapest highest quality random boolean value bitsDaniel Pehoushek
`* cheapest highest quality random boolean value bitsDaniel Pehoushek
 `- cheapest highest quality random boolean value bitsDaniel Pehoushek

1
cheapest highest quality random boolean value bits

<6305849b-78af-4fb0-a29c-397e8d907867n@googlegroups.com>

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Subject: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Sun, 5 Jun 2022 19:03 UTC

a cheap bit stream definition
that returns random boolean value

comments on quality and speed?

i like primes as source of random numbers
seven cycles per bit looks good
gold coins for me please?
daniel 2380++

num um=0; num prime=2;
bool oneum() // seven cycles for each interior bit of random prime
{um++; // ptr into bits of prime number
when ((one<<(um+two)) // too long?
< prime) // get new prime
{prime=Prhymeum.randumprime();
um=one;} //ignore bit zero
return (((one<<um)&prime) ? one:zero);}

Re: cheapest highest quality random boolean value bits

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Sun, 5 Jun 2022 19:35 UTC

num um=0; num prime=2;
bool oneum(){um++;if((one<<(um+two))<prime){prime=Prhymeum.randumprime();um=one;}return(((one<<um)&prime)?one:zero);}
daniel2380++

Re: cheapest highest quality random boolean value bits

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Sun, 5 Jun 2022 22:43 UTC

num m=0; num p=2;
num oneum(){m++;if((four<<m)<p){p=prime();m=one;}return one<<m&p?one:zero;}
==============1=======2==3==========================4==5==============
oneum delivers an infinite stream
of prime interior bits with cost
down to five cycles
one add one with
two shifts up by
small numbers
plus two
comparisons
for one
high quality
single random bit
in a vast stream
of real randomness

my prime() is cheap:
add one
one mod arithmetic
seek non zero
et cetera

i generate
all small
random regular
boolean formulas

to generally test bob
my qspace solver
on all modest sizes

bob does three trillion inferences per day on one processor

daniel2380++

num ray::randumprime() //
{// 3511 15 bit prhymes
Prhymeum.pureprhymeum++;//with booleum makes the repeat ablility handler the dot g o b
// any any start location but quibbles with mod operation
num start = Prhymeum.prhymeum % Prhymeum.loveums.size(); /// wide is never zero
num g = (num)start;
num zerocounter = zero;
do {// scanning for nonzero or plucking some randum fifteenbit prime
when(Prhymeum.loveums.v[g]) { // only way out of the loop
escLoop} // the most performed tiny area during
// nearly empty pool condition is in here
// how many loops in here per bit iz rather smallish at ?
zerocounter++;
g++; when(Prhymeum.loveums.size() < g + one) { g = zero; }//
when(zerocounter > ten) { g = (start); }/*+13lines of gold code region of my writing click around your copywithme*/
// when g returns to start then need refillium
// refillium has cost per bit // cost is the time of a few cpu instructions
when(g == start) { Prhymeum.refillium(); }// thanks for t h a t message
} while (one);
Prhymeum.prhymeum = Prhymeum.loveums.v[g];
Prhymeum.toyouhosenoses.add(Prhymeum.prhymeum);
Prhymeum.loveums.v[g] = zero;
// returns a short small source
// of lucky 13 bits of oneum
Prhymeum.booleum = zero;
return Prhymeum.prhymeum;}
daniel2380++

Re: cheapest highest quality random boolean value bits

<bf84711a-d862-498b-9dd9-ec2d7c31e074n@googlegroups.com>

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
Injection-Date: Thu, 09 Jun 2022 11:56:35 +0000
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 by: Daniel Pehoushek - Thu, 9 Jun 2022 11:56 UTC

On Sunday, June 5, 2022 at 6:44:01 PM UTC-4, Daniel Pehoushek wrote:
> num m=0; num p=2;
m is a bitpointer (0) into refillable prime bitsource p (p=2)

oneum is slightly biased
towards one
and takes five cycles
to get one random bit
> num oneum(){m++;if((four<<m)<p){p=prime();m=one;}return one<<m&p?one:zero;}
> ==============1=======2==3==========================4==5==============
>
> oneum delivers an infinite stream
> of prime interior bits with cost 5

speedy high quality infinite random stream of bits

> down to five cycles

one add one with two shifts up by m
then two comparisons with source p

for one high quality random bit
in a vast stream of reality
with well built
random
ness
my prime() is cheap:
et cetera
i generate all
small regular
boolean formulas
to generally test bob
bob is my qspace solver
on all but only modest sizes
on all but only
modest sizes
on all
but only
on all sizes
>
> bob does three trillion inferences per day on one processor
nobody else cares about bob but me
>
> daniel2380++
>

return a random 15 bit prime instead of random prime
> num ray::randumprime() //
> {// 3511 15 bit prhymes
> Prhymeum.pureprhymeum++;//with booleum makes the repeat ablility handler the dot g o b
> // any any start location but quibbles with mod operation
> num start = Prhymeum.prhymeum % Prhymeum.loveums.size(); /// wide is never zero
> num g = (num)start;
> num zerocounter = zero;
> do {// scanning for nonzero or plucking some randum fifteenbit prime
> when(Prhymeum.loveums.v[g]) { // only way out of the loop
> escLoop} // the most performed tiny area during
> // nearly empty pool condition is in here
> // how many loops in here per bit iz rather smallish at ?
> zerocounter++;
> g++; when(Prhymeum.loveums.size() < g + one) { g = zero; }//
> when(zerocounter > ten) { g = (start); }/*+13lines of gold code region of my writing click around your copywithme*/
> // when g returns to start then need refillium
> // refillium has cost per bit // cost is the time of a few cpu instructions
> when(g == start) { Prhymeum.refillium(); }// thanks for t h a t message
> } while (one);
> Prhymeum.prhymeum = Prhymeum.loveums.v[g];
> Prhymeum.toyouhosenoses.add(Prhymeum.prhymeum);
> Prhymeum.loveums.v[g] = zero;
> // returns a short small source
> // of lucky 13 bits of oneum
> Prhymeum.booleum = zero;
> return Prhymeum.prhymeum;}
> daniel2380++

Re: cheapest highest quality random boolean value bits

<724c4781-bdf6-412b-8888-23ca469abe8bn@googlegroups.com>

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
Injection-Date: Thu, 09 Jun 2022 12:20:07 +0000
Content-Type: text/plain; charset="UTF-8"
 by: Daniel Pehoushek - Thu, 9 Jun 2022 12:20 UTC

num m=0;
m is a 5bitpointer (0) into
refillable
prime 32bitsource p
num p=2; // (p=2)

oneum is slightly biased
towards one over zero
and takes five cycles
to get one random bit
> num oneum(){m++;if((four<<m)<p){p=prime();m=one;}return one<<m&p?one:zero;}
> ==============1=======2==3==========================4==5==============
two compares with refillable source p with 5bit pointer m
>
> oneum delivers an infinite stream
> of prime interior bits with cost 5
prime bits is what they are but
being treated as the source
of all randomness inside
of all thoughts about
one single thought

speedy high quality infinite random stream of bits

> down to five cycles

one add one with two shifts up by m
then two comparisons with source p

for one high quality random bit
in a vast stream of reality
with well built
random
mess

my fifteen bit prime() is cheap:
et cetera

i generate all
small regular
boolean formulas
to generally test bob
bob is my qspace solver
on all but only modest sizes
on all but only
modest sizes
on all
but only
on all sizes
>
> bob does three trillion inferences per day on one processor
nobody else cares about bob but me
>
> daniel2380++
>

return a random 15 bit prime instead of random prime
try a random prime on 32 bits
given a permutation of
all fifteen bit primes
daniel2380++

Re: cheapest highest quality random boolean value bits

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Thu, 9 Jun 2022 12:38 UTC

i generate all
small regular
// graph color
boolean formulas
// randomly
to generally test bob
// on solving pspaces

bob is my
qspace solver
on smallish sizes
>
> bob does three
trillion inferences per day on one processor
but nobody else cares about bob but me
>
> daniel2380++
>
here is current state of
mc2022
model counting competition 2022
mc2022_track1_007 #P=#Q=3321888768
mc2022_track1_011 #P=#Q=2399034408960
mc2022_track1_015 #P=#Q=28311552
mc2022_track1_023 #P#Q=27
mc2022_track1_043 #P=#Q=60
mc2022_track1_057 #P=#Q=585779779368
mc2022_track1_059 #P=#Q=1045985832
mc2022_track1_061 #P=#Q=1125899906842624
mc2022_track1_063 #P=#Q=83525
mc2022_track1_065 #P=#Q=52474158
mc2022_track1_069 #P=#Q=413881067600
mc2022_track1_077 #P=#Q=103228000
mc2022_track1_091 #P=#Q=120
mc2022_track1_093 #P=#Q=724
mc2022_track1_095 #P=#Q=5
mc2022_track1_097 #P=#Q=24
mc2022_track1_099 #P=#Q=2097152
mc2022_track1_101 #P=#Q=1486848
mc2022_track1_103 #P=#Q=362880
mc2022_track1_107 #P=#Q=14200
mc2022_track1_109 #P=#Q=63609
mc2022_track1_119 #P=#Q=89912074
mc2022_track1_127 #P=#Q=330513
mc2022_track1_133 #P=#Q=2
mc2022_track1_135 #P=#Q=6
mc2022_track1_141 #P=#Q=31014
mc2022_track1_145 #P=#Q=4
mc2022_track1_147 #P=#Q=271406232
mc2022_track1_149 #P=#Q=... 129963788961922925155527272223525248889759152822969598982478268206133349462694020378264180090220579654839599874514419612180976386106376210220493562042913301888845304620868264421256592545404502952102638854528736634485892059852443757377956753998390984615301580132853155973707156964107367668616014712194416056056482606725913079978679270679940813296657164467735060648899374183734198732590185050003596812827829203933098159373681170060471662299062694163616092617576358807330801595092227509791074524423197905810031515196793951480239357952

mc2022_track1_151 #P=#Q=2996884800
mc2022_track1_153 #P=#Q=1536
i have a regular small form dataset that may be of interest
the attempt is to cover all regular forms up to some size

60 files 140585 forms 7,184,443,704 models
3985 empty models

Re: cheapest highest quality random boolean value bits

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Thu, 9 Jun 2022 16:56 UTC

num m=0;
m is a 5bitpointer (0)
into
refillable
prime 15 bit source p
num p=2; // (p=2)

the oneum stream is slightly biased
towards value one over value zero
and takes five cycles for one bit

> num oneum()
{m++;if((four<<m)<p){p=prime();m=one;}return one<<m&p?one:zero;}
===1=======2==3==========================4==5==============
two compares with refillable source p with 5bit pointer m
> oneum delivers an infinite stream
> of prime interior bits with cost 5
prime bits is what they are but
being treated as the source
of all randomness inside
of all thoughts about
one single thought

speedy high quality
infinite un random
stream of bits

good for wind tunnel simulators
daniel2380++

Re: cheapest highest quality random boolean value bits

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Thu, 9 Jun 2022 17:17 UTC

num m=0; num p=2;
num oneum()
{m++;if((one<<(m+2))>p)
===1===2=====3===t==
{p=prime();m=one;}
===============
return one<<m&p?one:zero;}
=========4==5=========

note typo t

Re: cheapest highest quality random boolean value bits

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Thu, 9 Jun 2022 17:29 UTC

num m=0; num p=2;
num oneum()
{m++;if((four<<m)>p){p=prime();m=one;}
return one<<m&p ? one:zero;}

Re: cheapest highest quality random boolean value bits

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Thu, 9 Jun 2022 17:34 UTC

num m=0; num p=2; num oneum() {m++;if((four<<m)>p){p=prime();m=one;} return one<<m&p ? one:zero;}
daniel2380++

Re: cheapest highest quality random boolean value bits

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Fri, 10 Jun 2022 08:29 UTC

On Thursday, June 9, 2022 at 1:34:09 PM UTC-4, Daniel Pehoushek wrote:
> num m=0; num p=2; num oneum() {m++;if((four<<m)>p){p=prime();m=one;} return one<<m&p ? one:zero;}
> daniel2380++
switch horse
N/M recognition : find idea in brain with 5bit alphabet using my mynd as memorynd
num cog(nums&p,num z,num deep,num lga){num d=zero;for(num h=zero;h<deep&&z+h<p.y;h++)d=(d<<lga)+p.v[z+h];return(d);}
num find(nums&idea,nums&brain,num lga,numnums*mynd){num m=idea.size();num deep=zero;num d=one;while(d<m){d=d<<lga;deep++;}
for(num g=(*mynd).size();g<d;g++)(*mynd).add(new nums);for(num g=zero;g+deep<m;g++)(*(*mynd)[cog(idea,g,deep,lga)]).add(g);
num mm=minus(m+one,deep);for(num j=mm;j+deep<brain.size();j=j+mm){nums*d=(*mynd)[cog(brain,j,deep,lga)];for(num o=zero;o<(*d).size();o++)
{num be=minus(j,(*d)[o]);num h=one;for(num g=zero;g<m;g++){when(brain[be+g]==idea[g])continue;h=zero;break;}when(h)age++;}}
for(num g=zero;g+deep<m;g++)(*(*mynd)[cog(b,g,deep,lga)]).clear();return age;}

Re: cheapest highest quality random boolean value bits

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Fri, 17 Jun 2022 17:20 UTC

On Sunday, June 5, 2022 at 3:03:17 PM UTC-4, Daniel Pehoushek wrote:
> a cheap bit stream definition
> that returns random boolean value
>
> comments on quality and speed?
>
> i like primes as source of random numbers
> seven cycles per bit looks good
> gold coins for me please?
> daniel 2380++
>
> num um=0; num prime=2;
> bool oneum() // seven cycles for each interior bit of random prime
> {um++; // ptr into bits of prime number
> when ((one<<(um+two)) // too long?
> < prime) // get new prime
> {prime=Prhymeum.randumprime();
> um=one;} //ignore bit zero
> return (((one<<um)&prime) ? one:zero);}

most succinct quality random bit generator
num um = 0; num p = 2;
// five cycles for each of twelve bits per random prime
ool ray::oneum() {if (p<four<<++um) {p=prime();um=one;} return p&one<<um?one:zero;}

Re: cheapest highest quality random boolean value bits

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Subject: Re: cheapest highest quality random boolean value bits
From: pehoush...@gmail.com (Daniel Pehoushek)
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 by: Daniel Pehoushek - Sun, 19 Jun 2022 20:36 UTC

kick stone was Jesus favorite golf like game
daniel2390++

1
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rocksolid light 0.9.7
clearnet tor