From 6ddc71ea93c515c3e4a2cc063f3b455037025f7f Mon Sep 17 00:00:00 2001
From: Aida Nikkhah Nasab <aida.nikkhah-nasab@stud.th-deg.de>
Date: Tue, 11 Mar 2025 18:34:39 +0100
Subject: [PATCH] update Mastersthesis.pdf and main.tex to enhance content
 clarity and improve accuracy

---
 .../Nikkhah_Nasab-Aida-Mastersthesis.pdf      | Bin 1630026 -> 1632687 bytes
 Thesis_Docs/main.tex                          |   2 +-
 Thesis_Docs/media/artificialbeacons.png       | Bin 99840 -> 119371 bytes
 3 files changed, 1 insertion(+), 1 deletion(-)

diff --git a/Thesis_Docs/Nikkhah_Nasab-Aida-Mastersthesis.pdf b/Thesis_Docs/Nikkhah_Nasab-Aida-Mastersthesis.pdf
index c8029d1f5d3a398f794dbf79819bbf1d6f482dd3..bb9111aef6b191e0bf17017a0a029b32c18a41a8 100644
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diff --git a/Thesis_Docs/main.tex b/Thesis_Docs/main.tex
index 63efe44..49cce5f 100644
--- a/Thesis_Docs/main.tex
+++ b/Thesis_Docs/main.tex
@@ -658,7 +658,7 @@ This table provides an overview of beacon transmission characteristics, highligh
     }
 \end{table}
 
-Figure \ref{fig:ABGraph} illustrates the synthetic beacon candidates with varying jitter levels. The x-axis represents the time intervals frequencies between beacon transmissions, while the y-axis shows the amplitude of the signals. The graph demonstrates how different jitter levels affect the periodicity and amplitude of beacon signals. Beacons with low jitter exhibit clear periodic patterns, making them easier to detect, while those with high jitter show more irregularity, complicating identification. The figure presents the results obtained after applying all stages of the detection algorithm to the selected beacon URLs. Each URL exhibits distinct candidate points where periodic behavior has been detected. The analysis reveals a significant variation in the number of candidate points across different beacon URLs. Specifically, some beacons, such as "beacon1.example.com" through "beacon4.example.com", exhibit only a single candidate point, indicating that their periodic signals are either weak or occur over long intervals, making them more challenging to detect.  This suggests that beaconing behaviors with longer intervals are inherently more difficult to detect, as their signals appear less frequently in the analyzed data. On the other hand, the algorithm performs more effectively in detecting beacons with shorter intervals. Other beacons, such as "beacon5.example.com" and "beacon6.example.com", show a substantially higher number of FFT candidates, with 429 and 153 detected points, respectively, suggesting stronger periodicity.
+Figure \ref{fig:ABGraph} illustrates the synthetic beacon candidates with varying jitter levels. The x-axis represents the time intervals frequencies between beacon transmissions, while the y-axis shows the amplitude of the signals. The graph demonstrates how different jitter levels affect the periodicity and amplitude of beacon signals. Beacons with low jitter exhibit clear periodic patterns, making them easier to detect, while those with high jitter show more irregularity, complicating identification. The figure presents the results obtained after applying all stages of the detection algorithm to the selected beacon URLs. Each URL exhibits distinct candidate points where periodic behavior has been detected. The analysis reveals a significant variation in the number of candidate points across different beacon URLs. Specifically, some beacons, such as "beacon1.example.com" through "beacon4.example.com", exhibit only a single candidate point, indicating that their periodic signals are either weak or occur over long intervals, making them more challenging to detect.  This suggests that beaconing behaviors with longer intervals are inherently more difficult to detect, as their signals appear less frequently in the analyzed data. On the other hand, the algorithm performs more effectively in detecting beacons with shorter intervals. Other beacons, such as "beacon5.example.com" and "beacon6.example.com", show a substantially stronger periodicity.
 
 A clear example of this can be seen in "beacon7.example.com", where a detected frequency of 0.05 Hz corresponds to a periodic beaconing behavior every 20 seconds. The detection of this short-interval beacon illustrates the algorithm’s strength in identifying high-frequency periodic transmissions, as their repetition leads to more pronounced spectral features in the output. Overall, the figure demonstrates that while long-interval beacons pose detection challenges, the algorithm excels in identifying shorter-interval beacons with strong periodicity.
 
diff --git a/Thesis_Docs/media/artificialbeacons.png b/Thesis_Docs/media/artificialbeacons.png
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