当前位置:网站首页>Jwas: a Bayesian based GWAS and GS software developed by Julia
Jwas: a Bayesian based GWAS and GS software developed by Julia
2022-06-27 11:52:00 【Analysis of breeding data】
A little message
Now in the field of animal and plant genetic assessment , still Fortran Of the world , Believe in the future Julia It can take a place in the field of genome-wide selection .
Julia It's a magic language , It's said to be very fast , Also very friendly language . It starts with compiled languages C, C++ as well as Fortran We learn from speed , From dynamic language, for example R and Python Learn from the friendship . Julia It's the next generation of data science language . The future is very bright .
JWAS Is based on Julia To write , Can be in Jupyter netebook function , It's powerful , You can run single trait and multi trait mixed linear models , And support genomic data ( One step (single-step)) Analysis of .
The main function
Bayesian regression analysis
- MCMC
- Bayes-alpha, Bayes-beta
Basic analysis
- Single linear mixed model
- Multiple character linear mixed model
Genome data analysis
- Genome wide prediction and selection (GS)
- Genome wide association analysis (GWAS)

Julia Advantages in the field of genetic evaluation of animal and plant breeding
- Julia Both speed and friendliness , A lot of software is based on compiled languages , such as C, C++ and Fortran, This makes them difficult to understand , Expansion and maintenance .
- Julia( And based on Julia Compiling JWAS), It's very easy to use multicore CPU perhaps GPU Programming
- JWAS Very good at speed
- Jupyter notebook Can be very friendly display code and results
- JWAS It's open source. , Researchers can be in Github Share and expand ideas and code .
The project is hosted in Github On :
https://github.com/reworkhow/JWAS.jl
Document address :
http://reworkhow.github.io/JWAS.jl/latest/
reference
Cheng, H., Fernando, R. L., and Garrick, D. J. 2018 JWAS: Julia implementation of whole-genome analysis software. Proceedings of the World Congress on Genetics Applied to Livestock Production,11.859. Auckland, New Zealand.
Official account : Analysis of breeding data
边栏推荐
- 星际争霸的虫王IA退役2年搞AI,自叹不如了
- After Jerry's sleep, the regular wake-up system continues to run without resetting [chapter]
- I.MX6ULL启动方式
- C/s architecture
- 政策关注 | 加快构建数据基础制度,维护国家数据安全
- Uniform Asymptotics by Alexei
- Prevent being rectified after 00? I. The company's recruitment requires that employees cannot sue the company
- 信息学奥赛一本通 1332:【例2-1】周末舞会
- Leetcode 177 The nth highest salary (June 26, 2022)
- 【TcaplusDB知识库】TcaplusDB-tcaplusadmin工具介绍
猜你喜欢
![[tcapulusdb knowledge base] tcapulusdb doc acceptance - transaction execution introduction](/img/d9/f6735906a130834c4b3e28de2b2617.png)
[tcapulusdb knowledge base] tcapulusdb doc acceptance - transaction execution introduction

QStyle类用法总结(二)

Unity Shader学习(一)认识unity shader基本结构

防止被00后整顿?一公司招聘要求员工不能起诉公司

Matlab exercises - create 50 rows and 50 columns of all zero matrix, all 1 matrix, identity matrix, diagonal matrix, and output the 135 element of the matrix.

【TcaplusDB知识库】TcaplusDB-tcaplusadmin工具介绍

Mqtt protocol stack principle and interaction flow chart

"24 of the 29 students in the class successfully went to graduate school" rushed to the hot search! Where are the remaining five?
![[tcapulusdb knowledge base] tcapulusdb operation and maintenance doc introduction](/img/04/b1194ca3340b23a4fb2091d1b2a44d.png)
[tcapulusdb knowledge base] tcapulusdb operation and maintenance doc introduction

面试突击60:什么情况会导致 MySQL 索引失效?
随机推荐
KDD 2022 | epileptic wave prediction based on hierarchical graph diffusion learning
Microsoft cloud technology overview
【TcaplusDB知识库】TcaplusDB运维单据介绍
R language uses the poisgof function of epidisplay package to test the goodness of fit of Poisson regression and whether there is overdispersion
杰理之无缝循环播放【篇】
器审科普:创新医疗器械系列科普——胸骨板产品
Excel中输入整数却总是显示小数,如何调整?
Youboxun attended the openharmony technology day to create a new generation of secure payment terminals
MQTT协议栈原理及交互流程图
[tcapulusdb knowledge base] tcapulusdb operation and maintenance doc introduction
Oracle-多表查询
R语言使用glm函数构建泊松对数线性回归模型处理三维列联表数据构建饱和模型、使用step函数基于AIC指标实现逐步回归筛选最佳模型、解读分析模型
内存四区(栈,堆,全局,代码区)
【TcaplusDB知识库】TcaplusDB OMS业务人员权限介绍
Jerry's constant feeding of dogs will cause frequent switch interruptions leading to timer [chapter]
Unity shader learning (I) understanding the basic structure of unity shader
Mqtt protocol stack principle and interaction flow chart
杰理之增加一个输入捕捉通道【篇】
【TcaplusDB知识库】TcaplusDB单据受理-建表审批介绍
【TcaplusDB知识库】TcaplusDB系统管理介绍