From 4d831eaba0429f48314fa59b251953b756bccc0b Mon Sep 17 00:00:00 2001 From: Hykilpikonna Date: Fri, 26 Nov 2021 18:43:19 -0500 Subject: [PATCH] [+] Update code --- src/process/twitter_visualization.py | 84 ++++++++++++++++----------- src/report/report_document.md | 37 ++++++++++-- src/report/resources/peak-1.png | Bin 0 -> 28919 bytes src/report/resources/peak-2.png | Bin 0 -> 61194 bytes src/report/resources/style.css | 4 ++ 5 files changed, 87 insertions(+), 38 deletions(-) create mode 100644 src/report/resources/peak-1.png create mode 100644 src/report/resources/peak-2.png diff --git a/src/process/twitter_visualization.py b/src/process/twitter_visualization.py index 231c6dc..8147bb3 100644 --- a/src/process/twitter_visualization.py +++ b/src/process/twitter_visualization.py @@ -178,6 +178,9 @@ class Sample: self.date_freqs = [] self.date_pops = [] + # Average popularity ratio results over 7 days + seven_days_user_prs = [] + # Loop through all dates from the start of COVID to when the data is obtained for (ds, dt) in daterange('2020-01-01', '2021-11-25'): self.dates.append(dt) @@ -191,20 +194,25 @@ class Sample: # Calculate date covid popularity ratio users_posted_today = [u for u in self.users if u in self.user_date_covid_pop_avg and ds in self.user_date_covid_pop_avg[u]] - if len(users_posted_today) != 0: - user_pop_ratio_sum = sum(self.user_date_covid_pop_avg[u][ds] / - self.user_all_pop_avg[u] for u in users_posted_today - if self.user_all_pop_avg[u] != 0) - pops_i = user_pop_ratio_sum / len(users_posted_today) - - if pops_i > 20: - print('Date: ', ds) - for u in users_posted_today: - if self.user_all_pop_avg[u] != 0: - print('-', u, self.user_date_covid_pop_avg[u][ds] / - self.user_all_pop_avg[u]) + if len(users_posted_today) == 0: + seven_days_user_prs.append([]) else: + user_prs = [self.user_date_covid_pop_avg[u][ds] / self.user_all_pop_avg[u] + for u in users_posted_today if self.user_all_pop_avg[u] != 0] + seven_days_user_prs.append(user_prs) + + # Average over seven days + seven_days_count = sum(len(user_prs) for user_prs in seven_days_user_prs) + if seven_days_count == 0: pops_i = 1 + else: + user_pop_ratio_sum = sum(sum(user_prs) for user_prs in seven_days_user_prs) + pops_i = user_pop_ratio_sum / seven_days_count + + # More than seven days, remove one + if len(seven_days_user_prs) == 7: + seven_days_user_prs.pop(0) + self.date_pops.append(pops_i) @@ -318,8 +326,8 @@ def graph_histogram(x: list[float], path: str, title: str, clear_outliers: bool plt.close(fig) -def graph_line_plot(x: list[datetime], y: list[float], path: str, title: str, freq: bool, - n: int = 0) -> None: +def graph_line_plot(x: list[datetime], y: Union[list[float], list[list[float]]], path: str, + title: str, freq: bool, n: int = 0) -> None: """ Plot a line plot, and reduce noise using an IIR filter @@ -347,34 +355,37 @@ def graph_line_plot(x: list[datetime], y: list[float], path: str, title: str, fr # Date format ax.xaxis.set_major_locator(mdates.MonthLocator(interval=3)) - ax.xaxis.set_major_formatter(mdates.DateFormatter('%m-%d\n%Y')) + ax.xaxis.set_major_formatter(mdates.DateFormatter('%m\n%Y')) + ax.xaxis.set_minor_locator(mdates.MonthLocator(interval=1)) + ax.xaxis.set_minor_formatter(mdates.DateFormatter('%m')) # Plot ax.set_title(title, color=border_color) - ax.plot(x, y, color='#d4b595') - if freq: - # Color below curve - ax.fill_between(x, y, color='#d4b595') + # Plotting single data line + if isinstance(y[0], float): + ax.plot(x, y, color='#d4b595') + if freq: + # Color below curve + ax.fill_between(x, y, color='#d4b595') + + else: + ax.axhline(1, color=border_color) + ax.set_ylim(0, 2) + + # Plotting multiple data lines else: - ax.axhline(1, color=border_color) - - # # Color by y-value - # upper = 1.5 - # lower = 0.5 - # - # y = np.array(y) - # y_up = np.ma.masked_where(y < upper, y) - # y_low = np.ma.masked_where(y > lower, y) - # y_middle = np.ma.masked_where((y < lower) | (y > upper), y) - # - # ax.plot(x, y_up, color='green') - # ax.plot(x, y_middle, color='yellow') - # ax.plot(x, y_low, color='red') + fig.set_size_inches(16, 9) + for y in y: + ax.plot(x, y) + if not freq: + ax.axhline(1, color=border_color) + ax.set_ylim(0, 2) # Colors ax.tick_params(color=border_color, labelcolor=border_color) + ax.tick_params(which='minor', color='#9d5800') for spine in ax.spines.values(): spine.set_edgecolor(border_color) @@ -432,7 +443,7 @@ def report_change_different_n(sample: Sample) -> None: :param sample: Sample :return: None """ - for n in range(1, 15, 3): + for n in range(5, 16, 5): graph_line_plot(sample.dates, sample.date_pops, f'change/n/{n}.png', f'COVID-posting popularity ratio over time for {sample.name} IIR(n={n})', False, n) @@ -471,6 +482,11 @@ def report_all() -> None: report_change_graphs(s) report_change_different_n(samples[0]) + graph_line_plot(samples[0].dates, [s.date_pops for s in samples], 'change/comb/pop.png', + 'COVID-posting popularity ratio over time for all samples - IIR(10)', False, 10) + graph_line_plot(samples[0].dates, [s.date_freqs for s in samples], 'change/comb/freq.png', + 'COVID-posting frequency over time for all samples - IIR(10)', True, 10) + if __name__ == '__main__': report_all() diff --git a/src/report/report_document.md b/src/report/report_document.md index 558dba0..6d6a279 100644 --- a/src/report/report_document.md +++ b/src/report/report_document.md @@ -83,14 +83,43 @@ $$ \text{freqs}_i = \frac{|\text{COVID-posts on date}_{i}|}{|\text{All posts on $$ \text{pops}_i = \frac{ \sum_{u \in \text{Users}} \left(\frac{\sum\text{Popularity of u's COVID-posts on date}_i}{(\text{Average popularity of all u's posts}) \cdot |\text{u's COVID-posts on date}_i|}\right)}{(\text{Number of users posted on date}_i)} $$ -After calculation, we decided to plot line charts of `freqs` or `pops` against `dates`. When we plot the graph without a filter, we found that the graph is actually very noisy as shown in the first graph below. So, we experimented with different filters from the `scipy` library and different parameter values, and chose to use an IIR filter with `n = 10`. +After calculation, we decided to plot line charts of `freqs` or `pops` against `dates`. Initially, we are seeing graphs with very high peaks such as the graph below. After some investigation, we found that these peaks are caused by not having enough tweets on each day to average out the random error of one single popular tweet. For example, in the graph below, we adjusted the program to print different users' popularity ratios when we found an average popularity ratio of greater than 20, which produced the output on the right. As it turns out, on 2020-07-11, the user @juniorbachchan posted that he and his father tested positive, and that single post is 163.84 times more popular than the average of all his posts. (The post is linked [here](https://twitter.com/juniorbachchan/status/1282018653215395840), it has 235k likes, 25k comments, and 32k retweets). Even though these data points are outliers, there isn't an effective way of removing them since we don't have enough tweets data from each user to calculate their range (for example, someone's COVID-related post might be the only one they've posted). So, we've decided to limit the viewing window to `y = [0, 2]` as shown in the graph on the right.
-
hist
-
hist
-
hist
+
graph
+
+Date:  2020-07-11
+- JoeBiden 1.36
+- juniorbachchan 163.84
+- victoriabeckham 0.80
+- anandmahindra 7.66
+- gucci 0.13
+- StephenKing 0.61
+    
+
graph
+Then, we encountered the issue of noise. When we plot the graph without a filter, we found that the graph is actually very noisy. We decided to average the results over 7 days. Then, we also experimented with different filters from the `scipy` library and different parameter values, and chose to use an IIR filter with `n = 10`. + +
+
graph
+
graph
+
graph
+
+ +## Results - Posting Frequency + +We graphed the posting frequencies of our three samples in line graphs with the x-axis being the date, which gave us the following graphs: + +
+
graph
+
graph
+
graph
+
+ +For all three samples, the posting rates were almost zero during the first month when COVID-19 first started, which is expected because no one knew how devastating it will be at that time. 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