Pavel Ruzankin

Dr. Pavel Ruzankin

Sobolev Institute of Mathematics
+1
orcid

Research Focus & Metrics

Academic Career Length

26Years (2001-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 April 2020 in The Journal of Thoracic and Cardiovascular Surgery
Verified
Journal Article
Closed access
MGMichael C. Grant
Michael C. Grant
TITetsuro Isada
Tetsuro Isada
Pavel RuzankinPavel Ruzankin
Pavel Ruzankin
GWGlenn Whitman
Glenn Whitman
JLJennifer S. Lawton
Jennifer S. Lawton
KMKaushik Mandal
Kaushik Mandal

1 September 2020 in Anesthesia & Analgesia
Verified
Journal Article
Closed access
MGMichael C. Grant
Michael C. Grant
TITetsuro Isada
Tetsuro Isada
Pavel RuzankinPavel Ruzankin
Pavel Ruzankin
AGAllan Gottschalk
Allan Gottschalk
GWGlenn Whitman
Glenn Whitman
VBViachaslau Barodka
Viachaslau Barodka
BACKGROUND: Cardiac anesthetics rely heavily on opioids, with the standard patient receiving between 70 and 105 morphine sulfate equivalents (MSE; 10–15 µg/kg of fentanyl). A central tenet of Enhanced Recovery Programs (ERP) is the use of multimodal analgesia. This study was performed to assess the association between nonopioid interventions employed as part of an ERP for cardiac surgery and intraoperative opioid administration. METHODS: This study represents a post hoc secondary analysis of data obtained from an institutional ERP for cardiac surgery. Consecutive patients undergoing cardiac surgery received 5 nonopioid interventions, including preoperative gabapentin and acetaminophen, intraoperative dexmedetomidine and ketamine infusions, and regional analgesia via serratus anterior plane block. The primary objective, the association between intraoperative opioid administration and the number of interventions provided, was assessed via a linear mixed-effects regression model. To assess the association between intraoperative opioid administration and postoperative outcomes, patients were stratified into high (>50 MSE) and low (≤50 MSE) opioids, 1:1 propensity matched based on 15 patients and procedure covariables and assessed for associations with postoperative outcomes of interest. To investigate the impact of further opioid restriction, ultralow (≤25 MSE) opioid participants were then identified, 1:3 propensity matched to high opioid patients, and similarly compared. RESULTS: A total of 451 patients were included in the overall analysis. Analysis of the primary objective revealed that intraoperative opioid administration was inversely related to the number of interventions employed (estimated −7.96 MSE per intervention, 95% confidence interval [CI], −9.82 to −6.10, P < .001). No differences were detected between low (n = 136) and high (n = 136) opioid patients in postoperative complications, postoperative pain scores, time to extubation, or length of stay. No differences were found in outcomes between ultralow (n = 63) and high (n = 132) opioid participants. CONCLUSIONS: Nonopioid interventions employed as part of an ERP for cardiac surgery were associated with a reduction of intraoperative opioid administration. Low and ultralow opioid use was not associated with significant differences in postoperative outcomes. These findings are hypothesis-generating, and future prospective studies are necessary to establish the role of opioid-sparing strategies in the setting of cardiac surgery.

1 October 2002 in The Annals of Probability
Verified
Journal Article
Open access
IBI. S. Borisov
I. S. Borisov
Pavel RuzankinPavel Ruzankin
Pavel Ruzankin
Under minimal moment conditions complete asymptotic expansions are obtained for expectations of unbounded functions of a finite family of independent random variables in the Poissonian setting when the distributions of the random variables have large atoms at zero.

15 November 2007 in Journal of Theoretical Probability
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Journal Article
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ABA. A. Borovkov
A. A. Borovkov
Pavel RuzankinPavel Ruzankin
Pavel Ruzankin

29 July 2022 in Mathematics
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Journal Article
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PDF file
YLYuliana Linke
Yuliana Linke
IBIgor . Borisov
Igor . Borisov
Pavel RuzankinPavel Ruzankin
Pavel Ruzankin
VKVladimir Kutsenko
Vladimir Kutsenko
Elena YarovayaElena Yarovaya
Elena Yarovaya
SSSvetlana Shalnova
Svetlana Shalnova
New local linear estimators are proposed for a wide class of nonparametric regression models. The estimators are uniformly consistent regardless of satisfying traditional conditions of dependence of design elements. The estimators are the solutions of a specially weighted least-squares method. The design can be fixed or random and does not need to meet classical regularity or independence conditions. As an application, several estimators are constructed for the mean of dense functional data. The theoretical results of the study are illustrated by simulations. An example of processing real medical data from the epidemiological cross-sectional study ESSE-RF is included. We compare the new estimators with the estimators best known for such studies.

2 March 2020 in Metrika
Verified
Journal Article
Closed access
PDF file
IBIgor . Borisov
Igor . Borisov
YLYuliana Linke
Yuliana Linke
Pavel RuzankinPavel Ruzankin
Pavel Ruzankin