On Monday, July 14, 2014 03:48:58 PM Ian Romanick wrote:
> From: Ian Romanick <ian.d.roman...@intel.com>
> 
> The use of the Bloom filter rejects the vast majority of strings that
> are not in the table before expensive comparisons are performed.  This
> Bloom filter uses two hashes.  One is explicit (calculate_hash in the
> code), and the other is implicit.  The implicit hash is just the length
> of the name, and the filter is the switch-statement in
> get_static_name_do_not_call that rejects name with lengths that are not
> in the table.
> 
> No change Valgrind massif results for a trimmed apitrace of dota2.
> 
> NOTE: This patch could probably get squashed into the previous patch.  I
> kept it separate because I thought it would make things easier to
> review.
> 
> Signed-off-by: Ian Romanick <ian.d.roman...@intel.com>
> ---
>  src/glsl/common_variable_names.py | 113
> +++++++++++++++++++++++++++++++++++++- 1 file changed, 112 insertions(+), 1
> deletion(-)
> 
> diff --git a/src/glsl/common_variable_names.py
> b/src/glsl/common_variable_names.py index 7435a12..ee5571c 100644
> --- a/src/glsl/common_variable_names.py
> +++ b/src/glsl/common_variable_names.py
> @@ -119,6 +119,46 @@ name_really_is_not_in_static_names(const char *name)
>  }
>  #endif /* DEBUG */
> 
> +static uint32_t
> +calculate_hash(const char *str)
> +{
> +    uint32_t hash = 5381;
> +
> +    while (*str != '\\0') {
> +        hash = (hash * 33) + *str;
> +        str++;
> +    }
> +
> +    return hash;
> +}
> +
> +/**
> + * Check the Bloom filter for the name
> + */
> +static bool
> +name_is_in_Bloom_filter(const char *name)
> +{
> +   static const uint32_t filter[${len(filter)}] = {
> +    % for i in range(0,len(filter), 4):
> +      ${"{:#010x}".format(filter[i+0])}, ${"{:#010x}".format(filter[i+1])},
> ${"{:#010x}".format(filter[i+2])}, ${"{:#010x}".format(filter[i+3])}, +   
> % endfor
> +   };
> +
> +   const uint32_t h = calculate_hash(name);
> +
> +   if (h < ${min(all_hash)})
> +      return false;
> +
> +   if (h > ${max(all_hash)})
> +      return false;
> +
> +   const unsigned bit = (h - ${min(all_hash)}) % ${len(filter) * 32};
> +   const unsigned i = bit / 32;
> +   const unsigned j = bit % 32;
> +
> +   return (filter[i] & (1U << j)) != 0;
> +}
> +
>  /**
>   * Search the static name table for the specified name
>   *
> @@ -129,6 +169,11 @@ name_really_is_not_in_static_names(const char *name)
>  static const char *
>  get_static_name_do_not_call(const char *name)
>  {
> +   /* Do the trivial rejection test before anything.
> +    */
> +   if (!name_is_in_Bloom_filter(name))
> +      return NULL;
> +
>     const unsigned len = strlen(name);
>     const ${index_type} *table = NULL;
>     unsigned table_size = 0;
> @@ -188,6 +233,14 @@ get_static_name(const char *name)
>  }
>  """
> 
> +def calculate_hash(str):
> +    hash = 5381
> +
> +    for c in str:
> +        hash = ((hash * 33) + ord(c)) & 0x0ffffffff
> +
> +    return hash
> +
>  common_names.sort()
> 
>  # Partiation the list of names into sublists of names with the same length
> @@ -213,8 +266,66 @@ elif base < (1 << 16):
>  else:
>     index_type = "uint32_t"
> 
> +all_hash = []
> +for name in common_names:
> +   all_hash.append(calculate_hash(name))

simplify this to:
all_hash = [calculate_hash(n) for n in common_names]

> +
> +# Experimentally determined that 8,192 bits is sufficient for this dataset.
> +# This was determined by:
> +#
> +# 1. Modify the generated code to log a message on entry to
> get_static_name. +#
> +# 2. Modify the generated code to log a message when
> name_is_in_Bloom_filter +# returns true.
> +#
> +# 3. Modifiy the generated code to log a message each time a name is
> rejected +# due to its length.  This is the 'default' case in the
> switch-statement. +# This is an implicit hash that is part of the Bloom
> filter.
> +#
> +# 4. Modify the generated code to log a message each time a name has
> actually +# been tested (using strcmp) and was not in the table.  This
> means logging at +# the end of get_static_name_do_not_call and inside the
> switch-statement where +# "lonely" names are handled.
> +#
> +# 5. Run a ton of shaders through (e.g., shader-db) and collect the output.
> +# Count the number of times each message occurred.
> +#
> +# Two hash functions were tried.  The current one and Murmur2.  Exhaustive
> +# testing over shader-db produced the following results.  There were a
> total +# of 6,749,837 calls to get_static_name in each run.  The # in the
> column +# header refers messages mentioned in the list above.
> +#
> +#    Bits          Current hash                       Murmur2
> +#                #2 /     #3 /      #4           #2 /     #3 /     #4
> +#     128   5249223 / 262597 / 4826172       763090 / 285531 / 317105
> +#     256   4955982 / 162087 / 4633441       508512 / 152491 / 195567
> +#     512    334736 / 111152 /   63130       381691 /  98277 / 122960
> +#    1024    236521 /  43809 /   32258       326657 /  69346 /  96857
> +#    2048    174275 /   1533 /   12288       258885 /  49537 /  48894
> +#    4096    171153 /    341 /   10358       185632 /    682 /  24496
> +#    8192    161649 /    264 /     931       163035 /    142 /   2439
> +#   16384    160782 /      0 /     328       162764 /     15 /   2295
> +#
> +# Past 512 bits, the current hash was clearly superior to Murmur2.  8,192
> bits +# seems to be a sweet spot of a very small table size (1KiB) and a
> less than +# 1% false-positive rate (931/161649).
> +
> +filter_bits = 8192
> +m = min(all_hash)
> +filter = []
> +for i in range(0, filter_bits / 32):
> +    filter.append(0)

there's a couple of things about this:
1) range() returns a list, if you're iterating use xrange() instead
2) be carful of division in python if you're using ints and floats, python2 / 
is floor division for two ints, but is true division if any input is a float, 
you can use 'from __future__ import division' to get seperate operators for 
floor and true division. (// is floor and / is true in that case)
3) this is a silly function, all you need is:
filter = range(0, filter_bits / 32)

> +
> +for h in all_hash:
> +    idx = ((h - m) % filter_bits) / 32
> +    bit = ((h - m) % filter_bits) % 32
> +
> +    filter[idx] = filter[idx] | (1 << bit)
> +
>  from mako.template import Template
>  print Template(template).render(location_dict = location_dict,
>                                  sized_lists = sized_lists,
>                                  common_names = common_names,
> -                                index_type = index_type)
> +                                index_type = index_type,
> +                                filter = filter,
> +                                all_hash = all_hash)

Like in the last patch, lose the spaces around the '='

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