首页 > 其他分享 >The 'China Solution' in Nigeria

The 'China Solution' in Nigeria

时间:2023-11-19 15:35:40浏览次数:36  
标签:land green Solution practices grain China Nigeria local

Nigeria, The northern region of Nigeria, particularly the Sahel region, is experiencing severe desertification due to factors such as deforestation, overgrazing, and climate change. This has led to land degradation, loss of biodiversity, and reduced agricultural productivity, posing a threat to food security and livelihoods of the local population.

 

  

 The Chinese eco-environmental protection measure "grain for green" can be adapted and applied in Nigeria to address the issue of desertification.

The "grain for green" program involves converting marginal agricultural land into forest or grassland in exchange for grain and cash subsidies. This approach can be applied in Nigeria by incentivizing farmers in the affected regions to adopt sustainable land management practices such as reforestation, agroforestry, and rotational grazing. By providing subsidies and support for these practices, the Nigerian government can encourage the restoration of degraded lands and the conservation of natural resources.

 

"C:\Users\86178\OneDrive\文档\沙漠占地80尼日尔是如何把沙漠变成绿洲的.mp4"

 Additionally, the "grain for green" model can be tailored to the local context in Nigeria by incorporating traditional knowledge and practices of the indigenous communities. This can help ensure the success and sustainability of the program by engaging and empowering the local population in the conservation and restoration efforts.

Overall, the "grain for green" approach can be adapted and applied in Nigeria to address the environmental issues related to desertification and promote sustainable land management practices in the affected regions.

 

标签:land,green,Solution,practices,grain,China,Nigeria,local
From: https://www.cnblogs.com/Wjl123456789/p/17842104.html

相关文章

  • Solution - Partition Game
    Link.做vjudge的题有一种美丽的窒息的感觉。设\(f_{i,j}\)表示前\(i\)个选\(j\)段出来的最小代价,转移\(f_{i,j}=\min_{0\leqk<i}\{f_{k,j-1}+w_{k+1,i}\}\),\(w_{k+1,i}\)是\([k+1,i]\)这一段的代价,时间复杂度\(O(n^2k)\),然后就不会做了/l......
  • Solution - Hossam and (sub-)palindromic tree
    又名:《最近vjudge题全部罚坐》。唯一Trick:回文序列,就想区间dp!时间复杂度\(O(n^2)\)!如果是序列:\(f_{l,r}\)表示\([l,r]\)的最长回文子序列,\(f_{l,r}=\max(f_{l+1,r},f_{l,r-1},f_{l+1,r-1}+[s_l=s_r])\),\(s\)是字符串。很trivial。但是这是在......
  • Solution Set - CF787
    ViveleR&M!还被种草了Hurt,真的颇有感触,但这是SolutionSet,就不写了。A.TheMonsterexgcd,但是发现\(1\leqa,b,c,d\leq100\)直接暴力枚举即可。我认为这是\(O(1)\)的,但题解认为是\(O(n)\),感觉不如原神。B.NotAfraid每一组里面只要有来自同一个宇宙的Rick......
  • Solution - 公路旅行
    Link。又名:《不会T1记》。原来用到了神秘的倍增!但是我写了一个申必二分,最坏\(O(qn\logn)\),甚至不如暴力,我是......
  • 2023 China Collegiate Programming Contest Shenzhen Site
    目录写在前面AFGLIEMK写在最后写在前面补题地址:vjudge。以下按照场上过题顺序排序。首银。比游记更早出来,没想到吧。游记链接:留坑。A场上先开的这道。直觉是考虑先全部区间加直到最小值,然后将非最小值全单点加,再重复上述过程。然而会被递增序列卡掉。瓶颈在于单点加太多......
  • 「模拟赛」Solution Set
    \(\text{heart}\)\(\text{Solution}\)可以记\(f(u)\)为从\(u\)出发到某个点停止的方案数,\(f(u)\)可以\(O(n)\)转移,显然复杂度为\(O(n^2)\).当前我们要转移\(u\)子树内,对于\(v\in\text{subtree(u)}\)我们记\(g_v\)为\(\min\limits_{p_k>p_j}p_k\),其中\(k\)在......
  • Solution - Makoto and a Blackboard
    Link。朴素dp应该不用说了。放个用map的代码。intdfs(intn,intk){ if(!k)returnn; if(f[make_pair(n,k)])returnf[make_pair(n,k)]; inttot=0,ans=0; for(inti=1;i*i<=n;i++){ if(n%i)continue; ans=(ans+dfs(i,k-1))%M......
  • 公告 & Solution - 公路旅行
    以后应该会用Obsidian搭个博客,博客园可能会被弃用了。为了有点价值放个不知道什么东西上来。Link。不会T1!原来用到了神秘的倍增!但是我写了一个申必二分,最坏\(O(qn\logn)\),甚至不如暴力,我是......
  • Mitigation of China’s carbon neutrality to global warming
    GlobalwarmingsincethepreindustrialerahasbeenprimarilyattributedtotheincreaseinatmosphericCO2concentrations,whichmainlyresultsfromthecarbonemissionsoffossilfuelcombustion1,2.Thelikelyrangeofthetotalhuman-causedglobalsur......
  • [Luogu NOIP 2023 模拟] Solution
    这篇blog在我的博客后台躺了好几天了,只不过今天才记起来发。种树(plant)首先看到因数个数,想到在质因数分解后的序列上考虑问题。进一步观察,每个不同质因子的贡献是独立的。也就是说,我们单独考虑某一个质因子对答案的贡献,是这样的问题:给长度为\(n\)的序列\(a\)和一个数......