1666121220
FixedPolynomials.jl is a library for really fast evaluation of multivariate polynomials. Here are the latest benchmark results.
Since FixedPolynomials
polynomials are optimised for fast evaluation they are not suited for construction of polynomials. It is recommended to construct a polynomial with an implementation of MultivariatePolynomials.jl, e.g. DynamicPolynomials.jl, and to convert it then into a FixedPolynomials.Polynomial
for further computations.
Here is an example on how to create a Polynomial
with Float64
coefficients:
using FixedPolynomials
import DynamicPolynomials: @polyvar
@polyvar x y z
f = Polynomial{Float64}(x^2+y^3*z-2x*y)
To evaluate f
you simply have to pass in a Vector{Float64}
x = rand(3)
f(x) # alternatively evaluate(f, x)
But this is not the fastest way possible. In order to achieve the best performance we need to precompute some things and also preallocate intermediate storage. For this we have GradientConfig
and JacobianConfig
. For single polynomial the API is as follows
cfg = GradientConfig(f) # this can be reused!
f(x) == evaluate(f, x, cfg)
# We can also compute the gradient of f at x
map(g -> g(x), ∇f) == gradient(f, x, cfg)
We also have support for systems of polynomials:
cfg = JacobianConfig([f, f]) # this can be reused!
[f(x), f(x)] == evaluate([f, f] x, cfg)
# We can also compute the jacobian of [f, f] at x
jacobian(f, x, cfg)
Author: JuliaAlgebra
Source Code: https://github.com/JuliaAlgebra/FixedPolynomials.jl
License: View license
1666121220
FixedPolynomials.jl is a library for really fast evaluation of multivariate polynomials. Here are the latest benchmark results.
Since FixedPolynomials
polynomials are optimised for fast evaluation they are not suited for construction of polynomials. It is recommended to construct a polynomial with an implementation of MultivariatePolynomials.jl, e.g. DynamicPolynomials.jl, and to convert it then into a FixedPolynomials.Polynomial
for further computations.
Here is an example on how to create a Polynomial
with Float64
coefficients:
using FixedPolynomials
import DynamicPolynomials: @polyvar
@polyvar x y z
f = Polynomial{Float64}(x^2+y^3*z-2x*y)
To evaluate f
you simply have to pass in a Vector{Float64}
x = rand(3)
f(x) # alternatively evaluate(f, x)
But this is not the fastest way possible. In order to achieve the best performance we need to precompute some things and also preallocate intermediate storage. For this we have GradientConfig
and JacobianConfig
. For single polynomial the API is as follows
cfg = GradientConfig(f) # this can be reused!
f(x) == evaluate(f, x, cfg)
# We can also compute the gradient of f at x
map(g -> g(x), ∇f) == gradient(f, x, cfg)
We also have support for systems of polynomials:
cfg = JacobianConfig([f, f]) # this can be reused!
[f(x), f(x)] == evaluate([f, f] x, cfg)
# We can also compute the jacobian of [f, f] at x
jacobian(f, x, cfg)
Author: JuliaAlgebra
Source Code: https://github.com/JuliaAlgebra/FixedPolynomials.jl
License: View license
1657356960
An Analysis Tool for Smart Contracts
This repository is currently maintained by Xiao Liang Yu (@yxliang01). If you encounter any bugs or usage issues, please feel free to create an issue on our issue tracker.
A container with required dependencies configured can be found here. The image is however outdated. We are working on pushing the latest image to dockerhub for your convenience. If you experience any issue with this image, please try to build a new docker image by pulling this codebase before open an issue.
To open the container, install docker and run:
docker pull luongnguyen/oyente && docker run -i -t luongnguyen/oyente
To evaluate the greeter contract inside the container, run:
cd /oyente/oyente && python oyente.py -s greeter.sol
and you are done!
Note - If need the version of Oyente referred to in the paper, run the container from here
To run the web interface, execute docker run -w /oyente/web -p 3000:3000 oyente:latest ./bin/rails server
docker build -t oyente .
docker run -it -p 3000:3000 -e "OYENTE=/oyente/oyente" oyente:latest
Open a web browser to http://localhost:3000
for the graphical interface.
Execute a python virtualenv
python -m virtualenv env
source env/bin/activate
Install Oyente via pip:
$ pip2 install oyente
Dependencies:
The following require a Linux system to fufill. macOS instructions forthcoming.
$ sudo add-apt-repository ppa:ethereum/ethereum
$ sudo apt-get update
$ sudo apt-get install solc
Download the source code of version z3-4.5.0
Install z3 using Python bindings
$ python scripts/mk_make.py --python
$ cd build
$ make
$ sudo make install
pip install requests
pip install web3
#evaluate a local solidity contract
python oyente.py -s <contract filename>
#evaluate a local solidity with option -a to verify assertions in the contract
python oyente.py -a -s <contract filename>
#evaluate a local evm contract
python oyente.py -s <contract filename> -b
#evaluate a remote contract
python oyente.py -ru https://gist.githubusercontent.com/loiluu/d0eb34d473e421df12b38c12a7423a61/raw/2415b3fb782f5d286777e0bcebc57812ce3786da/puzzle.sol
And that's it! Run python oyente.py --help
for a list of options.
The accompanying paper explaining the bugs detected by the tool can be found here.
A collection of the utilities that were developed for the paper are in misc_utils
. Use them at your own risk - they have mostly been disposable.
generate-graphs.py
- Contains a number of functions to get statistics from contracts.get_source.py
- The get_contract_code function can be used to retrieve contract source from EtherScantransaction_scrape.py
- Contains functions to retrieve up-to-date transaction information for a particular contract.Note: This is an improved version of the tool used for the paper. Benchmarks are not for direct comparison.
To run the benchmarks, it is best to use the docker container as it includes the blockchain snapshot necessary. In the container, run batch_run.py
after activating the virtualenv. Results are in results.json
once the benchmark completes.
The benchmarks take a long time and a lot of RAM in any but the largest of clusters, beware.
Some analytics regarding the number of contracts tested, number of contracts analysed etc. is collected when running this benchmark.
Checkout out our contribution guide and the code structure here.
$ sudo apt-get install software-properties-common
$ sudo add-apt-repository -y ppa:ethereum/ethereum
$ sudo apt-get update
$ sudo apt-get install ethereum
Download Details:
Author: enzymefinance
Source Code: https://github.com/enzymefinance/oyente
License: GPL-3.0 license
#blockchain #smartcontract #ethereum
1624048020
To find all classes of a package in Java we can use the ClassHunter of Burningwave Core library. So we start by adding the following dependency to our pom.xml:
XML
1
<dependency>2
<groupId>org.burningwave</groupId>3
<artifactId>core</artifactId>4
<version>8.4.0</version>5
</dependency>
The next steps are the following:
#java #classes #class #packages #package #how to find all the classes of a package in java
1596709222
Natural SEO positioning undoubtedly generates long-term revenue. Thus, choose our cost-effective SEO packages India to assist you in creating quality content, analyzing competition, enhancing technical accepts of your website, etc. With JeewanGarg’s affordable SEO Packages, you will achieve the top of the search result in your domain.
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1592447342
What is Pyenv?
Pyenv is a fantastic tool for installing and managing multiple Python versions. It enables a developer to quickly gain access to newer versions of Python and keeps the system clean and free of unnecessary package bloat. It also offers the ability to quickly switch from one version of Python to another, as well as specify the version of Python a given project uses and can automatically switch to that version. This tutorial covers how to install pyenv on Ubuntu 18.04.
#tutorials #apt #debian #environment #git #github #linux #package #package management #package manager #personal package archive #ppa #pyenv #python #python 3 #python support #python-pip #repository #smb #software #source install #ubuntu #ubuntu 18.04 #venv #virtualenv #web application development