这可能已经有答案here
上面链接的回答说你可以直接向pd.DataFrame函数输入一个字典,它会吐出输入字典的数据框。
下面的代码应该正确格式化上面的dict,并把它改成允许DataFrame方法正确读取的格式。
import copy
import pandas as pd
d = {
"1278.1": {"Time Distribution": "Exponential",
"Time Distribution Parameters": {"Equivalent Lambda": 950.486, "Average Packet Lambda": 0.950486, "Exponential Max Factor": 10.0
},
"Size Distribution": "Binomial",
"Size Distribution Parameters": {"Average Packet Size": 1000.0, "Packet Size 1": 300.0, "Packet Size 2": 1700.0
}
}
}
# Convert to list to get keys(max avg lambdas)
max_avg_lambdas = list(d)
list_of_dicts = []
# If there are more than 1 keys iterate and create new dict
for max_avg_lambda in max_avg_lambdas:
# Create new key/value pair of the max avg lambda inside of Time dist parameters
d[max_avg_lambda]["Time Distribution Parameters"]["Max Avg Lambda"] = max_avg_lambda
# Create a new dict with contents of max_avg_lambda key dict
fixed_dict = copy.deepcopy(d[max_avg_lambda])
# Append dict to a list of dicts
list_of_dicts.append(fixed_dict)
for info_dict in list_of_dicts:
df = pd.DataFrame(info_dict)
with pd.option_context('display.max_rows', None, 'display.max_columns', None):
print(df)
print(fixed_dict)
输出字典
{
"Time Distribution": "Exponential",
"Time Distribution Parameters": {
"Max Avg Lambda": "1278.1",
"Equivalent Lambda": 950.486,
"Average Packet Lambda": 0.950486,
"Exponential Max Factor": 10.0
},
"Size Distribution": "Binomial",
"Size Distribution Parameters": {
"Average Packet Size": 1000.0,
"Packet Size 1": 300.0,
"Packet Size 2": 1700.0
}
}
输出:
Time Distribution Time Distribution Parameters \
Equivalent Lambda Exponential 950.486
Average Packet Lambda Exponential 0.950486
Exponential Max Factor Exponential 10.0
Max Avg Lambda Exponential 1278.1
Average Packet Size Exponential NaN
Packet Size 1 Exponential NaN
Packet Size 2 Exponential NaN
Size Distribution Size Distribution Parameters
Equivalent Lambda Binomial NaN
Average Packet Lambda Binomial NaN
Exponential Max Factor Binomial NaN
Max Avg Lambda Binomial NaN
Average Packet Size Binomial 1000.0
Packet Size 1 Binomial 300.0
Packet Size 2 Binomial 1700.0