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The following commit(s) were added to refs/heads/master by this push:
     new 905c897  minor: fix typos (#536)
905c897 is described below

commit 905c89706004ee13a76c3df0f9fa4b1d583ddf9a
Author: emkornfield <[email protected]>
AuthorDate: Tue Dec 2 16:22:03 2025 -0500

    minor: fix typos (#536)
---
 BloomFilter.md | 6 +++---
 Compression.md | 6 +++---
 Encodings.md   | 4 ++--
 3 files changed, 8 insertions(+), 8 deletions(-)

diff --git a/BloomFilter.md b/BloomFilter.md
index 2fa24e9..98ec685 100644
--- a/BloomFilter.md
+++ b/BloomFilter.md
@@ -170,7 +170,7 @@ unsigned int32 i = (h_top_bits * z_as_64_bit) >> 32;
 ```
 
 The first line extracts the most significant 32 bits from `h` and
-assignes them to a 64-bit unsigned integer. The second line is
+assigns them to a 64-bit unsigned integer. The second line is
 simpler: it just sets an unsigned 64-bit value to the same value as
 the 32-bit unsigned value `z`. The purpose of having both `h_top_bits`
 and `z_as_64_bit` be 64-bit values is so that their product is a
@@ -233,14 +233,14 @@ with a seed of 0 and [following the specification version
 
 The `check` operation in SBBFs can return `true` for an argument that
 was never inserted into the SBBF. These are called "false
-positives". The "false positive probabilty" is the probability that
+positives". The "false positive probability" is the probability that
 any given hash value that was never `insert`ed into the SBBF will
 cause `check` to return `true` (a false positive). There is not a
 simple closed-form calculation of this probability, but here is an
 example:
 
 A filter that uses 1024 blocks and has had 26,214 hash values
-`insert`ed will have a false positive probabilty of around 1.26%. Each
+`insert`ed will have a false positive probability of around 1.26%. Each
 of those 1024 blocks occupies 256 bits of space, so the total space
 usage is 262,144. That means that the ratio of bits of space to hash
 values is 10-to-1. Adding more hash values increases the denominator
diff --git a/Compression.md b/Compression.md
index 4b893c2..c1cad5d 100644
--- a/Compression.md
+++ b/Compression.md
@@ -65,7 +65,7 @@ that writers refrain from creating such pages by default for 
better interoperabi
 ### LZO
 
 A codec based on or interoperable with the
-[LZO compression library](http://www.oberhumer.com/opensource/lzo/).
+[LZO compression library](https://www.oberhumer.com/opensource/lzo/).
 
 ### BROTLI
 
@@ -91,11 +91,11 @@ switch to the newer, interoperable `LZ4_RAW` codec.
 A codec based on the Zstandard format defined by
 [RFC 8478](https://tools.ietf.org/html/rfc8478).  If any ambiguity arises
 when implementing this format, the implementation provided by the
-[ZStandard compression library](https://facebook.github.io/zstd/)
+[Zstandard compression library](https://facebook.github.io/zstd/)
 is authoritative.
 
 ### LZ4_RAW
 
 A codec based on the [LZ4 block 
format](https://github.com/lz4/lz4/blob/dev/doc/lz4_Block_format.md).
 If any ambiguity arises when implementing this format, the implementation
-provided by the [LZ4 compression library](http://www.lz4.org/) is 
authoritative.
+provided by the [LZ4 compression library](https://www.lz4.org/) is 
authoritative.
diff --git a/Encodings.md b/Encodings.md
index ea7e4e3..62b4eb9 100644
--- a/Encodings.md
+++ b/Encodings.md
@@ -176,7 +176,7 @@ repetition and definition levels.
 Supported Types: INT32, INT64
 
 This encoding is adapted from the Binary packing described in
-["Decoding billions of integers per second through 
vectorization"](http://arxiv.org/pdf/1209.2137v5.pdf)
+["Decoding billions of integers per second through 
vectorization"](https://arxiv.org/pdf/1209.2137v5.pdf)
 by D. Lemire and L. Boytsov.
 
 In delta encoding we make use of variable length integers for storing various
@@ -207,7 +207,7 @@ Each block contains
    positive integers for bit packing)
  * the bitwidth of each block is stored as a byte
  * each miniblock is a list of bit packed ints according to the bit width
-   stored at the begining of the block
+   stored at the beginning of the block
 
 To encode a block, we will:
 

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