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VOLUMEN 12 NÚMERO 1
PUBLICACION CUATRIMESTRAL
ENERO - ABRIL
2023
FACULTAD DE MEDICINA HUMANA “DANIEL ALCIDES CARRIÓN”
REVISTAS.UNICA.EDU.PE
INDEXADA EN:
PARANAZICA - Joaldo Torres Abanto Diagramador
ARTÍCULO ORIGINAL
REFERENCIAS BIBLIOGRÁFICAS
11
Rev méd panacea 2023 Ene-Abr;12(1): 4-11
Factores asociados a infección del sitio operatorio en cirugía de fractura de cadera.
1.
2.
3.
4.
5.
6.
7.
8.
9.
10.
11.
12.
13.
14.
15.
16.
17.
Negrete-Corona J, Alvarado-Soriano JC, Reyes-Santiago
LA. (2014) Fractura de cadera como factor de riesgo en la
mortalidad en pacientes mayores de 65 años. Estudio de
casos y controles. Acta Ortopédica mexicana.
Palomino Lourdes, Ramírez Rubén, Vejarano Julio, Ticse
Ray. (2016) Fractura de cadera en el adulto mayor: la
epidemia ignorada en el Perú. Acta méd. Peruana.
Mears, Simon C., and Stephen L. Kates. (2015) “A Guide to
Improving the Care of Patients with Fragility Fractures,
Edition 2.” Geriatric Orthopaedic Surgery & Rehabilitation,
Izaguirre A, Delgado I, Mateo-Troncoso C, Sánchez-Nuncio
HR, Sánchez-Márquez W, Luque-Ramos A. (2018).
Rehabilitación de las fracturas de cadera. Revisión
sistemática. Acta Ortopédica Mexicana.
Turesson E, Ivarsson K, Thorngren K-G, Hommel A. (2018)
Hip fractures - Treatment and functional outcome. The
development over 25 years. Injury.
Bhandari M, Swiontkowski M. (2017) Management of
Acute Hip Fracture. New England Journal of Medicine
Barrios-Moyano A, Contreras-Mendoza EG. (2018)
Frecuencia de complicaciones en pacientes mayores de 60
años con fractura de cadera. Acta Ortopédica mexicana
Novoa-Parra CD, Hurtado-Cerezo J, Morales-Rodríguez J,
Sanjuan-Cerveró R, Rodrigo-Pérez JL, Lizaur-Utrilla A.
(2019) Factors predicting one-year mortality of patients
over 80 years operated after femoral neck fracture. Revista
Espanola De Cirugia Ortopedica Y Traumatología
Guren E, Figved W, Frihagen F, Watne LO, Westberg M.
(2017) Prosthetic joint infection-a devastating
complication of hemiarthroplasty for hip fracture. Acta
Orthopaedica
Mok WQ, Ullal MJ, Su S, Yiap PL, Yu LH, Lim SMM, et al.
(2019) An integrative care bundle to prevent surgical site
infections among surgical hip patients: A retrospective
cohort study. American Journal Of Infection Control
López Tagle Daimilé, Hernández Ferrer María, Saldivar
Arias Tamara, Sotolongo Hernández Teresa, Valdés
Dupeyrón Osvaldo. (2007) Infección de la herida
quirúrgica: Aspectos epidemiológicos. Rev Cub Med Mil
Santalla A, López-Criado MS, Ruiz MD, Fernández-Parra J,
Gallo JL, Montoya. (2007) Infección de la herida quirúrgica.
Prevención y tratamiento. Clin Invest Gin Obst.
Surveillance atlas of infectious diseases. European Center
for Disease Control website.
https://ecdc.europa.eu/en/surveillance-atlas-infectiousdis
eases. Published 2018.
Calderwood MS, Ma A, Khan YM, et al. (2012) Use of
Medicare diagnosis and procedure codes to improve
detection of surgical site infections following hip
arthroplasty, knee arthroplasty, and vascular surgery. Infect
Control Hosp Epidemiol.
Rogmark C, Fenstad AM, Leonardsson O, et al. (2014)
Posterior approach and uncemented stems increases the
risk of reoperation after hemiarthroplasties in elderly hip
fracture patients. Acta Orthop.
Prattingerová J, Sarvikivi E, Huotari K, Ollgren J, Lyytikäinen
O. (2019) Surgical site infections following hip and knee
arthroplastic surgery: Trends and risk factors of
Staphylococcus aureus infections. Infection Control And
Hospital Epidemiology
Vargas Morales, Renán & Ruiz Lo, Isabel & Caballero, Jose.
(2016). Análisis multivariado de los factores de riesgo
18.
19.
20.
21.
22.
23.
24.
25.
26.
27.
28.
asociados a infección de sitio operatorio tras artroplastia
total de rodilla. Hampi Runa. Perú
GonzáLez , Judith Cabrera, Viera , Osvaldo Barrios,
Arencibia FB, Pérez OÁ. (2015) Caracterización de
pacientes sometidos a cirugía ortopédica con infección del
sitio quirúrgico. Revista de Ciencias Médicas de La Habana
Noailles T, Brulefert K, Chalopin A, Longis PM, Gouin F.
(2016) What are the risk factors for post-operative
infection after hip hemiarthroplasty? Systematic review of
literature. International Orthopaedics
Maria Barbero J, Montero E, Vallés A, Ángel Plasencia M,
Romanyk J, López J. (2016) Infección de prótesis articular
en el paciente con fractura de cadera. Diferencias frente a
la infección de prótesis electiva. Revista Española de
Quimioterapia
Ji C, Zhu Y, Liu S, Li J, Zhang F, Chen W, et al. (2019)
Incidence and risk of surgical site infection after adult
femoral neck fractures treated by surgery: A retrospective
case-control study. Medicine
Ren M, Liang W, Wu Z, Zhao H, Wang J. (2019) Risk factors
of surgical site infection in geriatric orthopedic surgery: A
retrospective multicenter cohort study. Geriatrics &
Gerontology International.
Ma T, Lu K, Song L, Wang D, Ning S, Chen Z, et al. (2019)
Modifiable Factors as Current Smoking, Hypoalbumin, and
Elevated Fasting Blood Glucose Level Increased the SSI
Risk Following Elderly Hip Fracture Surgery. Journal Of
Investigative Surgery: The Official Journal Of The Academy
Of Surgical Research
Folbert EC, Hegeman JH, Gierveld R, van Netten JJ, Velde D
van der, Ten Duis HJ, et al. (2017) Complications during
hospitalization and risk factors in elderly patients with hip
fracture following integrated orthogeriatric treatment.
Archives Of Orthopaedic And Trauma Surgery
Hinde YR, Pennington R, Nott ML. (2017) Time to surgery
for hip fracture patients in a rural orthopaedic referral
hospital. The Australian Journal Of Rural Health
Aggarwal A, Harris IA, Naylor JM. (2016) Patient
preferences for emergency or planned hip fracture
surgery: a cross-sectional study. Journal Of Orthopaedic
Surgery And Research
Rai SK, Varma R, Wani SS. (2018) Does time of surgery and
complication have any correlation in the management of
hip fracture in elderly and can early surgery affect the
outcome? European Journal Of Orthopaedic Surgery &
Traumatology: Orthopedie Traumatologie
KDIGO 2012 Clinical Practice Guideline for the Evaluation
and Management of Chronic Kidney Disease. Kidney Suppl
2013