一、狐猴优化算法
狐猴优化算法（Lemurs Optimizer，LO）由Ammar Kamal Abasi等人于2022年提出，该算法模拟狐猴的跳跃和跳舞行为，具有结构简单，思路新颖，搜索速度快等优势。狐猴优化算法（Lemurs Optimizer，LO）MATLAB_IT猿手的博客-CSDN博客
狐猴头体长约为30-45厘米，尾长为40-50厘米，体重约2千克左右。头小，额低，耳大，两耳都长有很多茸毛，头部两侧也是长毛丛生，吻部长而突出，下门齿呈梳状，使得整个颜面看上去宛如狐狸，所以被称为狐猴。但它的身体却更像猴类，身体背部的毛呈浅灰褐色，腹部为灰白色。额部、耳背和颊部为白色，与黑色的吻部和眼圈构成了鲜明的对比色彩，十分有趣。特别是那条具有11-12个黑白相间圆环的长尾，是其独一无二的特征，极易与其他狐猴区别开来。狐猴的后肢比前肢长，因此攀爬、奔跑和跳跃能力都非常强，可以在树枝间一跃9米，它的掌心和脚底长着长毛，可以增加起跳和落地时的摩擦力从而不会滑倒，它甚至能够像人一样直立行走，长尾巴起到的平衡作用是不可忽视的。但是由于前肢短软无力，所以环尾狐猴下树的时候头上脚下倒退着地。
参考文献：
[1]Abasi AK, Makhadmeh SN, Al-Betar MA, Alomari OA, Awadallah MA, Alyasseri ZAA, Doush IA, Elnagar A, Alkhammash EH, Hadjouni M. Lemurs Optimizer: A New Metaheuristic Algorithm for Global Optimization. Applied Sciences. 2022; 12(19):10057. Applied Sciences | Free Full-Text | Lemurs Optimizer: A New Metaheuristic Algorithm for Global Optimization
二、无人机模型
单个无人机三维路径规划问题及其建模_IT猿手的博客-CSDN博客
参考文献：
[1]胡观凯,钟建华,李永正,黎万洪.基于IPSO-GA算法的无人机三维路径规划[J].现代电子技术,2023,46(07):115-120
三、LO求解无人机路径规划
（1）部分代码
close all
clear
clc
warning off;
%% 三维路径规划模型定义
global startPos goalPos N
N=2;%待优化点的个数(可以修改)
startPos = [10, 10, 80]; %起点(可以修改)
goalPos = [80, 90, 150]; %终点(可以修改)
SearchAgents_no=30; % 种群大小(可以修改)
Function_name='F2'; %F1:随机产生地图 F2：导入固定地图
Max_iteration=100; %最大迭代次数(可以修改)
% Load details of the selected benchmark function
[lb,ub,dim,fobj]=Get_Functions_details(Function_name);
[Best_score,Best_pos,curve]=LO(SearchAgents_no,Max_iteration,lb,ub,dim,fobj);%算法优化求解
AlgorithmName='LO';%算法名字
figure
semilogy(curve,'Color','r','linewidth',3)
xlabel('迭代次数');
ylabel('飞行路径长度');
legend(AlgorithmName)
display(['算法得到的最优适应度: ', num2str(Best_score)]);
Position=[Best_pos(1:dim/3); Best_pos(1+dim/3:2*(dim/3)); Best_pos(1+(2*dim/3):end)]'; %优化点的XYZ坐标（每一行是一个点）
plotFigure(Best_pos,AlgorithmName)%画最优路径
（2）部分结果
无人机飞行路径：
1.0000000e+01 1.0000000e+01 8.0000000e+01 1.1740476e+01 1.2629578e+01 8.4872670e+01 1.3410134e+01 1.5126455e+01 8.9558985e+01 1.5010881e+01 1.7494187e+01 9.4062223e+01 1.6544621e+01 1.9736327e+01 9.8385662e+01 1.8013260e+01 2.1856432e+01 1.0253258e+02 1.9418705e+01 2.3858055e+01 1.0650625e+02 2.0762859e+01 2.5744752e+01 1.1030996e+02 2.2047630e+01 2.7520078e+01 1.1394699e+02 2.3274923e+01 2.9187587e+01 1.1742060e+02 2.4446642e+01 3.0750834e+01 1.2073408e+02 2.5564695e+01 3.2213374e+01 1.2389071e+02 2.6630985e+01 3.3578762e+01 1.2689376e+02 2.7647420e+01 3.4850552e+01 1.2974652e+02 2.8615904e+01 3.6032300e+01 1.3245226e+02 2.9538343e+01 3.7127561e+01 1.3501425e+02 3.0416643e+01 3.8139889e+01 1.3743578e+02 3.1252708e+01 3.9072839e+01 1.3972013e+02 3.2048446e+01 3.9929966e+01 1.4187057e+02 3.2805761e+01 4.0714825e+01 1.4389038e+02 3.3526559e+01 4.1430970e+01 1.4578284e+02 3.4212745e+01 4.2081957e+01 1.4755122e+02 3.4866225e+01 4.2671341e+01 1.4919881e+02 3.5488906e+01 4.3202676e+01 1.5072888e+02 3.6082691e+01 4.3679516e+01 1.5214472e+02 3.6649487e+01 4.4105418e+01 1.5344959e+02 3.7191199e+01 4.4483935e+01 1.5464677e+02 3.7709733e+01 4.4818623e+01 1.5573955e+02 3.8206995e+01 4.5113037e+01 1.5673121e+02 3.8684890e+01 4.5370731e+01 1.5762501e+02 3.9145324e+01 4.5595260e+01 1.5842424e+02 3.9590201e+01 4.5790179e+01 1.5913218e+02 4.0021429e+01 4.5959043e+01 1.5975210e+02 4.0440912e+01 4.6105406e+01 1.6028729e+02 4.0850556e+01 4.6232824e+01 1.6074101e+02 4.1252266e+01 4.6344852e+01 1.6111656e+02 4.1647949e+01 4.6445044e+01 1.6141719e+02 4.2039509e+01 4.6536955e+01 1.6164621e+02 4.2428852e+01 4.6624140e+01 1.6180687e+02 4.2817885e+01 4.6710153e+01 1.6190247e+02 4.3208511e+01 4.6798551e+01 1.6193627e+02 4.3602638e+01 4.6892887e+01 1.6191156e+02 4.4002170e+01 4.6996716e+01 1.6183161e+02 4.4409013e+01 4.7113593e+01 1.6169971e+02 4.4825073e+01 4.7247074e+01 1.6151912e+02 4.5252255e+01 4.7400712e+01 1.6129313e+02 4.5692465e+01 4.7578064e+01 1.6102502e+02 4.6147609e+01 4.7782682e+01 1.6071806e+02 4.6619591e+01 4.8018124e+01 1.6037554e+02 4.7110318e+01 4.8287942e+01 1.6000072e+02 4.7621696e+01 4.8595693e+01 1.5959689e+02 4.8155629e+01 4.8944931e+01 1.5916733e+02 4.8714023e+01 4.9339210e+01 1.5871531e+02 4.9298784e+01 4.9782087e+01 1.5824411e+02 4.9911817e+01 5.0277115e+01 1.5775701e+02 5.0555029e+01 5.0827849e+01 1.5725729e+02 5.1230324e+01 5.1437844e+01 1.5674823e+02 5.1939608e+01 5.2110656e+01 1.5623310e+02 5.2684787e+01 5.2849838e+01 1.5571518e+02 5.3467766e+01 5.3658947e+01 1.5519774e+02 5.4290451e+01 5.4541536e+01 1.5468408e+02 5.5154748e+01 5.5501160e+01 1.5417746e+02 5.6062562e+01 5.6541375e+01 1.5368117e+02 5.7015798e+01 5.7665735e+01 1.5319848e+02 5.8016362e+01 5.8877795e+01 1.5273266e+02 5.9066160e+01 6.0181110e+01 1.5228701e+02 6.0167098e+01 6.1579235e+01 1.5186479e+02 6.1321080e+01 6.3075724e+01 1.5146928e+02 6.2530013e+01 6.4674133e+01 1.5110376e+02 6.3795802e+01 6.6378016e+01 1.5077151e+02 6.5120352e+01 6.8190929e+01 1.5047581e+02 6.6505570e+01 7.0116425e+01 1.5021994e+02 6.7953361e+01 7.2158060e+01 1.5000717e+02 6.9465630e+01 7.4319388e+01 1.4984078e+02 7.1044282e+01 7.6603966e+01 1.4972404e+02 7.2691225e+01 7.9015346e+01 1.4966025e+02 7.4408362e+01 8.1557085e+01 1.4965267e+02 7.6197600e+01 8.4232737e+01 1.4970458e+02 7.8060844e+01 8.7045857e+01 1.4981927e+02 8.0000000e+01 9.0000000e+01 1.5000000e+02
