Já se perguntou como seus amigos moldam seu gosto musical? Num estudo recente , investigadores do Complexity Science Hub (CSH) demonstraram que as redes sociais são um poderoso preditor da popularidade futura de uma música.
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)
Domínio público
Já se perguntou como seus amigos moldam seu gosto musical? Num estudo recente , investigadores do Complexity Science Hub (CSH) demonstraram que as redes sociais são um poderoso preditor da popularidade futura de uma música. Ao analisar amizades e hábitos de escuta, eles aumentaram a precisão da previsão do aprendizado de máquina em 50%.
“Nossas descobertas sugerem que o elemento social é tão crucial na difusão da música quanto a fama do artista ou a influência do gênero”, diz Niklas Reisz, do CSH. Ao usar informações sobre as redes sociais dos ouvintes, juntamente com medidas comuns usadas na previsão de músicas de sucesso, como o quão conhecido o artista é e quão popular é o gênero, os pesquisadores melhoraram a precisão da previsão de músicas de sucesso de 14% para 21%. O estudo, publicado na Scientific Reports , destaca o poder das conexões sociais nas tendências musicais.
Um mergulho profundo nos dados
A equipe do CSH analisou dados da plataforma musical last.fm, analisando 2,7 milhões de usuários, 10 milhões de músicas e 300 milhões de reproduções. Com os usuários capazes de se tornarem amigos e compartilharem preferências musicais, os pesquisadores obtiveram insights anõnimos sobre quem ouve o quê e quem influencia quem, de acordo com Reisz.
Para o seu modelo, os investigadores trabalharam com duas redes: uma mapeando amizades e outra capturando dinâmicas de influência – quem ouve uma música e quem segue o exemplo. “Aqui os nós da rede também são pessoas, mas as conexões surgem quando uma pessoa ouve uma música e logo depois outra pessoa ouve a mesma música pela primeira vez”, explica Stefan Thurner do CSH.
Examinando as primeiras 200 reproduções de uma nova música, eles previram suas chances de se tornar um sucesso – definido como estar entre 1% das músicas mais tocadas no last.fm.
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)
Crédito: Relatórios Científicos (2024). DOI: 10.1038/s41598-024-58969-w
Influência do usuário
O estudo descobriu que a propagação de uma música depende da influência do usuário em sua rede social. Indivíduos com forte influência e grandes círculos de amigos interconectados aceleram a popularidade de uma música. Segundo o estudo, as informações sobre as redes sociais e a dinâmica de influência social permitem previsões muito mais precisas sobre se uma música será um sucesso ou não.
“Nossos resultados também mostram como a influência flui nos dois sentidos – as pessoas que influenciam seus amigos também são influenciadas por eles”, explica o pesquisador do CSH, Vito Servedio. “Dessa forma, cascatas de vários níveis podem se desenvolver em um tempo muito curto, em que uma música pode alcançar rapidamente muitas outras pessoas, começando com apenas algumas pessoas”.
Poder social na indústria musical
Prever canções de sucesso é crucial para a indústria musical , oferecendo uma vantagem competitiva. Os modelos existentes centram-se frequentemente na fama do artista e nas métricas de audição, mas o estudo do CSH destaca o aspecto social negligenciado – a homofilia musical, que é a tendência dos amigos ouvirem música semelhante. “Foi particularmente interessante para nós ver que o aspecto social, a homofilia musical, tem recebido até agora muito pouca atenção – embora a música sempre tenha tido um forte aspecto social”, diz Reisz.
O estudo quantifica essa influência social , fornecendo insights que vão além da música, para áreas como opinião política e atitudes em relação às mudanças climáticas, de acordo com Thurner.
Mais informações: Niklas Reisz et al, Quantificando o impacto da homofilia e das redes de influenciadores na previsão da popularidade da música, Scientific Reports (2024). DOI: 10.1038/s41598-024-58969-w
Informações do periódico: Relatórios Científicos