![](data:image/png;base64,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)
Significados do processo de hospitalização para familiares de pessoas em tratamento oncológico
43
Rev Norte Mineira de enferm. 2021; 10(1): 34-43.
REFERÊNCIAS
1. Instituto Nacional de Câncer José Alencar Gomes da Silva. Estimativa 2020: incidência de câncer no Brasil. Rio de Janeiro: INCA; 2019 [acesso em 16 jun.
2020]. Disponível em: https://www.inca.gov.br/sites/ufu.sti.inca.local/files//media/document//estimativa-2020-incidencia-de-cancer-no-brasil.pdf
2. Santana ITS, Santos ACR, Costa Farre AGM, Santos ACFS, Rocha HMN. Biopsycosocial aspects of cancer for relatives of hospitalized
patients.CiencCuidSaude. 2017 [access in 16 jun. 2020]; 16(1): 1-6. doi: https://doi.org/10.4025/cienccuidsaude.v16i1.30791
3. Ribeiro LB, Schwartz E, Feijó AM, Santos BP, Garcia RP, Lise F. Incidentes críticos experenciados no tratamento da doença oncológica. RECOM [Internet].
2015 [acesso em 25 jan. 2021]; 5(3): 1805-1819. doi: https://doi.org/10.19175/recom.v5i3.898
4. Schultz VG, Schwartz E, Oliveira SG, Spagnolo LML, Amaral de Paula E. Sentimentos dos cuidadores familiares de pacientes adultos hospitalizados: Revisão
Integrativa. EnfermeríaActual de Costa Rica. 2019 [acesso em 16 jun. 2020]; (37). doi: http://dx.doi.org/10.15517/revenf.v0ino.37.34456
5. Azevedo AVS, Crepaldi MA, More CLOO. A família no contexto da hospitalização: revisão sistemática. Estudos e Pesquisas em Psicologia [Internet]. 2016
[acesso em 29 jan. 2021]; 16(3): 772-99. Disponível em: < https://www.redalyc.org/articulo.oa?id=451854875007>.
6. Aguiar ACS, Menezes TMO, Camargo CL. Significado do cuidar de pessoas idosas sob a ótica do familiar: um estudo interacionista simbólico. REME. 2017
[acesso em 09 ago. 2020]; (21):e1004. doi: http://www.dx.doi.org/10.5935/1415-2762.20170014
7. Correa AS. Interacionismo simbólico: raízes, críticas e perspectivas atuais. Rev Brasileira de História & Ciência Sociais [Internet]. 2017 [acesso em 06 jun.
2020]; 9(17): 176-200. Disponível em: https://dialnet.unirioja.es/servlet/articulo?codigo=6737540
8. Associação Hospitalar Lenoir Vargas Ferreira. Resumo das atividades Ano 2018. ALFV [Internet]. 2019 [acesso em 06 jun. 2020]. Disponível em:
https://alvf.org.br/wp-content/uploads/2019/07/resumo-das-atividades-ano-2018-digital.pdf
9. Minayo MCS. O desafio do conhecimento: pesquisa qualitativa em saúde. 14 ed. São Paulo: Hucitec; 2014.
10. Instituto Nacional de Câncer [homepage na Internet]. Câncer. 2019 [acesso em 13 jul. 2020]. Disponível em: https://www.inca.gov.br/o-que-e-cancer
11. Instituto Nacional de Câncer [homepage na Internet]. Tratamento. 2019 [acesso em 13 jul. 2020]. Disponível em: https://www.inca.gov.br/tratamento
12. Mattos K, Blomer TH, Campos ACBF, Silvério MR. Estratégias de enfrentamento do câncer adotadas por familiares de indivíduos em tratamento oncológico.
Psicol Saúde [Internet]. 2016 [acesso em 15 jul. 2020];8(1): 01-06. doi: http://dx.doi.org/10.20435/2177093X2016101
13. Dázio EMR et. al. Vivências de familiares frente à situação de hospitalização. Enfermagem Brasil [Internet]. 2015 [acesso em 25 jan. 2021; 14(1): 53-60.
Disponível em: http://portalatlanticaeditora.com.br/index.php/enfermagembrasil/article/view/3710/5717.
14. Oliveira JM, Reis JB, Silva RA. Busca por Cuidado Oncológico: Percepção de Paciente e Familiares. REUOL [Internet]. 2018 [acesso em 15 jul. 2020]; 12(4):
938-46. doi: https://doi.org/10.5205/1981-8963-v12i4a231359p938-946-2018
15. Bezerra MSM, Souza IP, Souza SPS, Barbosa MARS. Experiência do adoecimento por câncer de uma jovem e a constelação do cuidado familiar.
CiencCuidSaude [Internet]. 2018 [acesso em 15 jul. 2020]; 17(2): 1-8. doi: https://doi.org/10.4025/cienccuidsaude.v17i2.42185
16. Paula TB, Silveira EAA, Soares PS. Bem cuidar: grupos de educação em saúde para acompanhantes. Rev. Ciênc. Ext. [Internet]. 2019 [acesso em 25 jan.
2021]. 15(3): 113-21. Disponível em: https://ojs.unesp.br/index.php/revista_proex/article/view/1812/2322.
17. Bezerra JJ, Fountoura EG, Barbosa EA, Muniz JS, Freitas KS, Oliveira MAN. Desconfortos vivenciados por familiares acompanhantes de pessoas
hospitalizadas em condição crônica progressiva. Rev. Baiana Saúde Pública [Internet]. 2018 [acesso em 25 jan. 2021]. 42(1): 111-26. doi:
https://doi.org/10.22278/2318-2660.2018.v42.n0.a2873.
18. Silva GRZ, Kungel TCR, Costa ES. A Sensibilização no Tratamento Oncológico. Pisicolpt. [Internet]. 2019 [acesso em 15 jul. 2020]. Disponível em:
https://www.psicologia.pt/artigos/ver_artigo.php?a-sensibilizacao-no-tratamento-oncologico&codigo=A1289.
19. Souza JB, Walker F, Schleicher ML, Reis L, Manorov M, Martins EL. Assistência às mulheres mastectomizadas: percepções de familiares e o despertar da
promoção da saúde. RBE [Internet]. 2019 [acesso em 16 jul. 2020]; 33:e33566. doi:http://dx.doi.org/10.18471/rbe.v33.33566..
20. Costa AR, Nobre CMG, Gomes GC, Nornberg PKO, Rosa GSM. Sentimentos gerados na família pela internação hospitalar da criança. J Nurse Health
[Internet]. 2019 [acesso em 29 jun. 2020]; 9(2):e199206. doi: http://dx.doi.org/10.15210/jonah.v9i2.14012.
21. Kozan L, Wanderbroocke ACNS, Polli GM. Apoio social entre acompanhantes de crianças hospitalizadas em uma unidade de hematopediatria. Psicol. Hosp.
[Internet]. 2016 [acesso em 29 jan. 2021]; 14(1): 53-78. Disponível em: http://pepsic.bvsalud.org/pdf/ph/v14n1/14n1a04.pdf
22. Vieira RFC, Souza TV, Oliveira ICS, Morais RCM, Macedo IF, Gois JR. Mães/acompanhantes de crianças com câncer: apreensão da cultura hospitalar. Esc.
Anna Nery [Internet]. 2017 [acesso em 25 jan. 2021]; 21(1): e20170019. doi: https://doi.org/10.5935/1414-8145.20170019
23. Ribeiro FF, Marteleto RM. A Configuração das Redes Sociais de Suporte a Pessoas com Câncer: um Olhar sob o Prisma da Informação e Comunicação em
Saúde. Rev Brasileira de Cancerologia [Internet]. 2018 [acesso em 29 jun. 2020]; 64(1): 77-85. doi: https://doi.org/10.32635/2176-9745.RBC.2018v64n1.121