Challenge The Florentine families graph is a network of 16 Italian families in the early 15th century. The relation or the link between these families (nodes) is a marriage link. There are 20 such links or edges in nhis graph. Lamberteschi Peruzzi lischeri Guadagni Strozzi Castellan Tomabuori Ridolfi Albizzi Ginori Bartudon Medici Acciaiuoli Salviati Pazz a. Write all the helper functions to create the graph as done in the previous labs. You may use any implementation to define the graph. b. Then, write a function that will return the list of marriage links of a family in the graph. Sample: >>> marriageLinks(G,'Bischeri') ['Peruzzi' , 'Strozzi' , 'Guadgani']

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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Challenge
The Florentine families graph is a network of 16
Italian families in the early 15th century. The
relation or the link between these families (nodes) is
a marriage link. There are 20 such links or edges in
this graph.
Lamberteschi
Peruzzi
Bischeri
Guadagni
Strozzi
Castellan
Tomabuori
Ridolfi
Albizzi
Ginori
Barbadon
Medici
Acciaiuoli
Salviati
Pazzi
a. Write all the helper functions to create the graph
as done in the previous labs. You may use any
implementation to define the graph.
b. Then, write a function that will return the list of
marriage links of a family in the graph.
Sample:
>>> marriageLinks(G,'Bischeri')
['Peruzzi' , 'Strozzi' , 'Guadgani]
Transcribed Image Text:Challenge The Florentine families graph is a network of 16 Italian families in the early 15th century. The relation or the link between these families (nodes) is a marriage link. There are 20 such links or edges in this graph. Lamberteschi Peruzzi Bischeri Guadagni Strozzi Castellan Tomabuori Ridolfi Albizzi Ginori Barbadon Medici Acciaiuoli Salviati Pazzi a. Write all the helper functions to create the graph as done in the previous labs. You may use any implementation to define the graph. b. Then, write a function that will return the list of marriage links of a family in the graph. Sample: >>> marriageLinks(G,'Bischeri') ['Peruzzi' , 'Strozzi' , 'Guadgani]
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