bignum | A smart wrapper for bcmath
kandi X-RAY | bignum Summary
kandi X-RAY | bignum Summary
Intelligent wrapper for BCMath.
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Top functions reviewed by kandi - BETA
- Get the number parts .
- Convert a floating point number into a string representation .
- Parse a number .
- Round a value according to a given scale .
- Cleans a number .
- Convert a string to scientific notation .
- Adds two numbers .
- Subtract two numbers
- Divide two BigOperand
- Multiplies two numbers together .
bignum Key Features
bignum Examples and Code Snippets
Community Discussions
Trending Discussions on bignum
QUESTION
I need to export the current hash value into a BIGNUM. I am using OpenSSL in C. When I try to do this operation and I print the content of h
with BN_print
I have 0
as output. As following the code snippet:
ANSWER
Answered 2022-Apr-09 at 14:21BN_hex2bn
takes the textual representation of the value.
You must convert the hash to a textual representation in hex:
QUESTION
I created a minimal code that serves as an HTTPS server with CA created as follows:
...ANSWER
Answered 2022-Mar-20 at 19:20You are trying to add the extension to the certificate after it was signed. This makes the CA's signature invalid. You have to do that before signing, e.g.:
QUESTION
I am trying to verify a signature with openssl 1.1.1k, but I have trouble importing the DER-encoded SPKI formatted public key that I generated with SubtleCrypto Web Crypto API.
Decoded public key with https://holtstrom.com/:
...ANSWER
Answered 2022-Jan-23 at 12:59tryTwo()
allows a successful verification of the posted data with the following changes:
In addition to key and signature, the message itself is also required for verification. However, the message is not used at all in the current code. It must be specified in
VerifyUpdate()
(instead of the public key):
QUESTION
i am trying to add two big numbers using openssl library in c but i really don't know how to work with it.
The documentation of openssl - BN_add() is here https://www.openssl.org/docs/man3.0/man3/BN_add.html
...ANSWER
Answered 2022-Jan-20 at 23:25To use BN_add
you need three BIGNUM
artifacts: the two operands you're trying to add and a place to store the result. The source of the operands can vary, depending on the nature of the source data and possible conversions therein. The result should be acquired with BN_new
.
A trivial example using two decimal digit strings appears below:
QUESTION
I realized that I cannot use the function RSA_get0_key
in OpenSSL 1.0.0 to extract the values of n, e, d
by reading the private key from a file and passing it as parameter to the aforementioned function.
It is not a programming issue, I mean, I know how to use the functions, but I don't know if there is an alternative to do this.
Indeed, the warning that stops me during the compiling operation is the following:
warning: implicit declaration of function ‘RSA_get0_key’; did you mean ‘RSA_check_key’? [-Wimplicit-function-declaration]
Do you know how to do that? I check the manual here (https://www.openssl.org/docs/man1.0.2/man3/) but it seems that there isn't a properly function to make this. Further, I need to be compliant to OpenSSL 1.0.0.
Code
...ANSWER
Answered 2021-Oct-17 at 15:35The RSA_get0_key
function was added in OpenSSL 1.1.0 as an abstraction to retrieve the n
, e
, and d
values for an RSA key. For earlier versions you need to access the fields directly.
QUESTION
There are many situations where integers could be compared with either ordered or equality comparison; if you know i will never be greater than j, then i < j and i != j are equivalent. And typically run at the same speed.
It is theoretically possible for ordered comparison that has to propagate the carry flag across all 64 bits, to be a cycle slower than equality comparison, but as far as I know, this is not typically the case.
Are there any existing or in-development CPUs where there is even a single cycle difference in speed between the two comparison operators (on machine-word numbers, not bignums)?
...ANSWER
Answered 2021-Oct-15 at 12:08Yes. However, this is complex and very dependent (of possibly some tricky behaviours) of the specific target processor.
On all modern desktop/server x86-64 processors (e.g. Intel and AMD processors), the cost is the same for the scalar assembly instructions resulting from the >
, <
, '==' and !=
operators. The cmp
and test
instructions are used for that (and are equally fast). It was not true in the past where the test
instruction was a bit faster and so the ==
and !=
operators. However, this is not true for SSE/AVX SIMD instructions on 64-bits registers on Intel processors: the equality operators are faster than the ordered comparison operators (higher reciprocal throughput and lower latency). For SSE/AVX SIMD instructions on 64-bits registers on AMD processors, this a bit more complex: Zen/Zen2 behaved the same way than Intel processors but the latency is the same for both operation, and on Zen3 using ordered comparison operators is actually at least as fast as equality operators (experiments show it is surprisingly even faster due to a higher dedicated ports). The situation is different with SSE/AVX on 32-bit registers or with AVX-512 (both comparison operators behave the same).
As far as I know, on most ARM processors, the TST
instruction is as fast the CMP
one, and on POWER processors, there is only one instruction used for the two kind of operators and so the operators should be equally fast. I expect the equality operators to be often as fast as the ordered comparison operators and in some cases faster. However, I am pretty sure, there is some weird processor (possibly non-standard ARM processors) were this is not the case. Still, this is very uncommon on mainstream processors.
QUESTION
I try to design a program that implements the multiplication between two big integers(Using C++). But after I complete it, I found that if I input the two integers by the command arguments, the results would be sometimes very weird and sometimes right. Please help me figure out the reason and tell me how to fix it. Thanks (The main function that implements the function of multiplication between two big integers is mul() ).
...ANSWER
Answered 2021-Sep-12 at 11:00Just initialize your char arrays to empty ones:
QUESTION
I'm currently trying to port an old C++ project over from OpenSSL 1.0.2 to OpenSSL 1.1.1. It's worth noting that this is not my code, but from an open source project, and I can't tell exactly what this part is supposed to do. One file uses this piece of code (simplified for this post):
...ANSWER
Answered 2021-Sep-11 at 22:14The full example you linked, copies out the bits from a BIGNUM
(for the RSA d exponent) into a different structure. It does not only access d->top
(which is the number of used chunks), but also d->d
(the pointer to the actual chunks) as the source of the memcpy
in the next line.
The canonical way to copy out the bits of a BIGNUM
is bn2bin.
As for your specific questions:
- Generally speaking, no, as its semantics refer to the internal representation. However, you can easily compute the required size from the
BIGNUM
s number of bits, which you already have access to. - The number of chunks used to store the
BIGNUM
- By exporting the function into an appropriately sized target buffer using an export function.
QUESTION
I'm trying to run a piece of code with multiple threads. My understanding is, even though threads are sharing process memory, each function calling from the thread has its own stack frame, registers. Therefore, calling the same function from multiple threads should not be a problem (please correct me if I'm wrong).
I have the following code. This code works normally with a single thread. My goal is to run some part of this code concurrently.
...ANSWER
Answered 2021-Jul-15 at 16:40strtok()
is not thread safe because it uses a static buffer internally. Use strtok_r()
instead.
From the man page
QUESTION
I have some code i've inherited and am in the process of upgrading it to Rails 3.1. I'm suuuuper close to done but I got a bug.
In Rails Console I run User.first
and I get this error
ANSWER
Answered 2021-Jun-30 at 01:17autoload_path
configuration does not load all the given files on the boot but defines folders where rails will be searching for defined constants.
When your application is loaded, most of the constants in your application are not there. Rails have a "clever" way of delaying loading the files by using a constant_missing
method on Module. Basically, when Ruby encounters a constant in the code and fails to resolve it, it executes said method. THe sntandard implementation of this method is to raise UndefinedConstant
exception, but rails overrides it to search all of its autoload_paths
for a file with a name matching the missing constant, require it and then check again if the missing constant is now present.
So, in your code everything works as expected and you need to load this extension file manually. If you want to have some code that executes on the application boot, put your file within config/initializers
folder.
Aside: Try avoiding monkey patching whenever possible. It might be looking clever, but adding more methods to already overpopulated classes will not make them easier to use.
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