Here is the corrected code:
clearvars;
clc;close all;
figure;
clf('reset');
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1.34833795078754 1.35553333128452 1.40868777657509 1.36306389833331 1.43852580796480 1.34466211567402 1.36305228626609 1.39321074314117 1.41037521979928 1.39247402633429 1.64792346858263 1.33386126009941 1.33614172063828 1.42207676080108 1.35024720188260 1.37456270253301 1.42990424763918 1.30571148571849 1.34804963823318 1.38008130750895 1.49137777404904 1.37857525081038 1.35224813779116 1.40299109038830];
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N = 1:length(data1);
plot(N,(data1), 'b:x',...
'LineWidth',1,...
'MarkerSize',6,...
'MarkerEdgeColor','b',...
'MarkerFaceColor',[0.5,0.5,0.5]); %FDD
hold on;
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2.07794829551101 2.00870409385979 2.12540909683317 2.08437894823730 2.10572141258478 2.21717954049557 2.18214925168216 2.02124524503589 2.40908848293304 2.07087317122400 2.14133017167866 2.07867014306545 2.21111452931643 2.19940865734041 2.69027976357460 2.26184977896929 2.26365538262367 2.53550740220368 2.12581349619567 2.10129890293598 2.14015233008921 2.16859523135632 2.11730523330390 2.13241523301780];
data2=[0.0982000000000000 0.100000000000000 0.100000000000000 0.100000000000000 0.141300000000000 0.101500000000000 0.129400000000000 0.115200000000000 0.132400000000000 0.114400000000000 0.134700000000000 0.182400000000000 0.141300000000000 0.201100000000000 0.210100000000000 0.174600000000000 0.182800000000000 0.193100000000000 0.183200000000000 0.201800000000000 0.214600000000000 0.227100000000000 0.187400000000000 0.211500000000000 0.215100000000000 0.225700000000000 0.234500000000000 0.236300000000000 0.210700000000000 0.228300000000000 0.224000000000000 0.236900000000000 0.220100000000000 0.223000000000000 0.223500000000000 0.232200000000000 0.234500000000000 0.231800000000000 0.249000000000000 0.261300000000000 0.242800000000000 0.254000000000000 0.239800000000000 0.282600000000000 0.232100000000000 0.269600000000000 0.256900000000000 0.256000000000000 0.269900000000000 0.252900000000000 0.266900000000000 0.278400000000000 0.247200000000000 0.235000000000000 0.271800000000000 0.266100000000000 0.285000000000000 0.288100000000000 0.265900000000000 0.270400000000000 0.279200000000000 0.250200000000000 0.267100000000000 0.265900000000000 0.278300000000000 0.290200000000000 0.285600000000000 0.262000000000000 0.332500000000000 0.282600000000000 0.309300000000000 0.295500000000000 0.313200000000000 0.292900000000000 0.336000000000000 0.273000000000000 0.318900000000000 0.315100000000000 0.322900000000000 0.333300000000000 0.341600000000000 0.329600000000000 0.317300000000000 0.307300000000000 0.324600000000000 0.325400000000000 0.316700000000000 0.332700000000000 0.360000000000000 0.337400000000000 0.350500000000000 0.326000000000000 0.333500000000000 0.334900000000000 0.284300000000000 0.349300000000000 0.331500000000000 0.345800000000000 0.376400000000000 0.324700000000000 0.341200000000000];
plot(N,(data2), '--k*',...
'LineWidth',1,...
'MarkerSize',6,...
'MarkerEdgeColor','k',...
'MarkerFaceColor',[0.5,0.5,0.5]); % TDD
hold on;
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0.321240000000000 0.292180000000000 0.356020000000000 0.370360000000000 0.371160000000000 0.396400000000000 0.388400000000000 0.372200000000000 0.430760000000000 0.481560000000000 0.507440000000000 0.403300000000000 0.478260000000000 0.537560000000000 0.530020000000000 0.546800000000000 0.541420000000000 0.597220000000000 0.597700000000000 0.569420000000000 0.593540000000000 0.603240000000000 0.616880000000000 0.627100000000000 0.650900000000000 0.579080000000000 0.608580000000000 0.612240000000000 0.630340000000000 0.658580000000000 0.664040000000000 0.657380000000000 0.632820000000000 0.674780000000000 0.686380000000000 0.685200000000000 0.711860000000000 0.715700000000000 0.693400000000000 0.702700000000000 0.664440000000000 0.711400000000000 0.723520000000000 0.738860000000000 0.719400000000000 0.672460000000000 0.759800000000000 0.727420000000000 0.739660000000000 0.659940000000000 0.755760000000000 0.728160000000000 0.767180000000000 0.765640000000000 0.724080000000000 0.778240000000000 0.770500000000000 0.794360000000000 0.794180000000000 0.752620000000000 0.772200000000000 0.776880000000000 0.787480000000000 0.807500000000000 0.815940000000000 0.819140000000000 0.821060000000000 0.810640000000000 0.785560000000000 0.820340000000000 0.830580000000000 0.822920000000000 0.831040000000000 0.815060000000000 0.841140000000000 0.811940000000000 0.817120000000000 0.831180000000000 0.834780000000000 0.846060000000000 0.801980000000000 0.849240000000000 0.841660000000000 0.840600000000000 0.838480000000000 0.835300000000000 0.848980000000000 0.857040000000000 0.799880000000000 0.855100000000000 0.856380000000000 0.850860000000000 2.30403345706940 2.30247331855774 2.29206799002171 2.22138480513334 2.17030496577740 2.14932985656023 2.17292123672724 2.10440733092546 2.05782185929298 2.03673820112944 2.05462464496136 1.88216099623203 1.81909628403664 1.84865675983787 1.71930885638356 1.74371968320370 1.77456330724716 1.64088080756903 1.45924052950501 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0.536929290278554 0.566539987967908 0.636952204911113 0.546297250326574 0.511446171325445 0.531345062197447 0.509428885094821 0.543033683468401 0.494568289033175 0.560318581708670 0.547666536503434 0.514744578185082 0.503186425477564 0.463938360048234 0.606174906817675 0.463111603249311 0.478287227110267 0.489765724906027 0.493406685999632 0.496092984946072 0.468117912388742 0.445120768805295 0.653751816623509 0.446505204291642 0.438260396280587 0.458316633860320];
data3=[0.0982000000000000 0.0999000000000000 0.133900000000000 0.175800000000000 0.216600000000000 0.219100000000000 0.224400000000000 0.240900000000000 0.295400000000000 0.314800000000000 0.284200000000000 0.342000000000000 0.354500000000000 0.361700000000000 0.390500000000000 0.379200000000000 0.361800000000000 0.424200000000000 0.459400000000000 0.496200000000000 0.387000000000000 0.462200000000000 0.517300000000000 0.516900000000000 0.529900000000000 0.523200000000000 0.575100000000000 0.570900000000000 0.549700000000000 0.570600000000000 0.582900000000000 0.583600000000000 0.596300000000000 0.614400000000000 0.549900000000000 0.583100000000000 0.590000000000000 0.601600000000000 0.617500000000000 0.624000000000000 0.625500000000000 0.600400000000000 0.629400000000000 0.649500000000000 0.639700000000000 0.661700000000000 0.664700000000000 0.644000000000000 0.652200000000000 0.620900000000000 0.652700000000000 0.663700000000000 0.674800000000000 0.662200000000000 0.616800000000000 0.688200000000000 0.661500000000000 0.675000000000000 0.604100000000000 0.685700000000000 0.656300000000000 0.694000000000000 0.684800000000000 0.650900000000000 0.690500000000000 0.696000000000000 0.707500000000000 0.706000000000000 0.670100000000000 0.687400000000000 0.684600000000000 0.695100000000000 0.704800000000000 0.713100000000000 0.712300000000000 0.709200000000000 0.703000000000000 0.687700000000000 0.708000000000000 0.719000000000000 0.713300000000000 0.720400000000000 0.700800000000000 0.715100000000000 0.698700000000000 0.693900000000000 0.708200000000000 0.711500000000000 0.712600000000000 0.686700000000000 0.724500000000000 0.708800000000000 0.706900000000000 0.712300000000000 0.707300000000000 0.712300000000000 0.717000000000000 0.683200000000000 0.711000000000000 0.710000000000000 0.703600000000000];
plot(N,(data3), '-.hr',...
'LineWidth',1,...
'MarkerSize',6,...
'MarkerEdgeColor','r',...
'MarkerFaceColor',[0.5,0.5,0.5]); %NOMA
set(gca,'XMinorTick','on','YMinorTick','on');
grid on;
TextFontSize=18;
% LegendFontSize = 18;
XT = linspace(0, numel(data1), 4);
xticks([XT(1) XT(2) XT(3) XT(4)])
xticklabels(['0','1000','2000','3000']);
set(0,'DefaultAxesFontName','Times',...
'DefaultLineLineWidth',1,...
'DefaultLineMarkerSize',6);
set(gca,'FontName','Times New Roman','FontSize',TextFontSize);
% set(gca,'FontSize',30);
set(gca,'FontSize',18);
XT = linspace(0, numel(data1), 4);
xticks([XT(1), XT(2), XT(3), XT(4)])
xticklabels({'0','1000','2000','3000'});
% xtickangle(45)
xlabel('Global iterations')
ylabel({'Bandwidth utilization (kbits/ms/MHz)'},'FontSize',18)
legend('FDD','TDD','NOMA','FontSize',15)
hold off;
