| Literature DB >> 35550023 |
Anastasia A Karlsen1,2,3, Karen K Kyuregyan4,5,6, Olga V Isaeva1,2, Vera S Kichatova1,2, Fedor A Asadi Mobarkhan1,2, Lyudmila V Bezuglova7, Irina G Netesova7, Victor A Manuylov8, Andrey A Pochtovyi8, Vladimir A Gushchin8, Snezhana S Sleptsova9, Margarita E Ignateva10, Mikhail I Mikhailov1,2,11.
Abstract
BACKGROUND: The geographic distribution of the hepatitis B virus (HBV) and the hepatitis D virus (HDV) genotypes is uneven. We reconstructed the temporal evolution of HBV and HDV in Yakutia, one of the regions of Russia most affected by HBV and HDV, in an attempt to understand the possible mechanisms that led to unusual for Russia pattern of viral genotypes and to identify current distribution trends.Entities:
Keywords: Evolutionary dynamics; Hepatitis B virus; Hepatitis delta virus; Phylodynamics; Vaccination; Viral genotypes
Mesh:
Year: 2022 PMID: 35550023 PMCID: PMC9097355 DOI: 10.1186/s12879-022-07444-w
Source DB: PubMed Journal: BMC Infect Dis ISSN: 1471-2334 Impact factor: 3.667
Distribution of viral genotypes among HBV-monoinfected and HBV/HDV-coinfected patients in Yakutia
| Patient cohort | Number of patients | HBV-A | HBV-D | HBV-C | HDV-1 | HDV-2 |
|---|---|---|---|---|---|---|
| HBV-monoinfecteda | 140 | 51 (36.4% [28.9–44.7]) | 82 (58.6% [50.3–66.4]) | 7 (5.0% [2.3–10.1]) | – | – |
| HBV/HDV-coinfectedb | 59 | 29 (49.2% [36.8–61.6]) | 30 (50.1% [38.4–63.2]) | 0 (0% [0.0–7.3]) | 32 (54.2% [41.7–66.3]) | 27 (45.8% [33.7–58.3]) |
| p value, Fisher exact test | 0.1138 | 0.3497 | n.d. | 0.4616 | ||
n.d. not determined, 95% CI 95% confidence interval
aHBV genotypes were determined by Sanger sequencing
bHBV genotypes were deduced from HBsAg serotype determined in ELISA
Distribution of HBV genotypes among patients with HBV/HDV coinfection
| Viral genotypes | HBV-A, n (%) | HBV-D, n (%) |
|---|---|---|
| HDV-1, n = 32 | 16 (50%) | 16 (50%) |
| HDV-2, n = 27 | 13 (48.2%) | 14 (51.8%) |
Fig. 1Bayesian phylogenetic tree based on complete genome HBV sequences. The tree root was cut off to ensure the visibility of the modern parts of the tree. Tree nodes with posterior probability > 90% are marked with asterisk. For each sequence, the number in the GenBank database, the HBV genotype, the country, and the year of isolation are indicated. Sequence names from the samples collected for this study are shown in turquoise. For compressed clusters, the number of sequences and regions of isolation are given in parenthesis. The colors of tree branches represent the places of introduction and origin. In each tree node, the 95% HPD is shown as a gray bar. The X axis shows time in years presented descending from the date of collection of the most recent sample
Fig. 2Phylogeographic dispersion of HBV-D2 (A), HBV-D3 (B) and HBV-A (C) waves of introduction in Yakutia. The spatial phylogenetic reconstruction of the evolutionary dynamics traced in the study is shown in the map referring to the region of study. Yellow dispersion lines indicate HBV introduction to Yakutia. The years of introduction are shown with 95% HPD interval
Fig. 3A Bayesian phylogenetic tree based on HDV complete genome sequences. Tree nodes with posterior probability > 90% are marked with asterisk. For each sequence, the number in the GenBank database, the HDV genotype, the country, and the year of isolation are indicated. Sequence names from the samples collected for this study are shown in turquoise. For compressed clusters, the number of sequences and regions of isolation are given. The colors of tree branches represent the places of introduction and origin. In each node the 95% HPD is shown as a gray bar. The X axis shows time in years presented descending from the date of collection of the most recent sample
Fig. 4SkyGrid reconstruction for HBV-A (A) and HBV-D (B). The graphs show the relationship between the effective number of infections (y axis) and the chronological time expressed in years (x axis). The blue curve indicates the mean, and the 95% HPD interval is shown by the blue filling. Estimates were obtained using 29 HBV-A and 57 HBV-D sequences of a 650 nucleotide fragment of HBV S-gene from Yakutia
Fig. 5Birth–Death Skyline reconstruction for HBV-A (A) and HBV-D (B). The graphs show the relationship between the reproduction number of infections (y axis) and the chronological time expressed in years (x axis). The curves indicate the mean, and the 95% HPD interval is shown by the green filling. Estimates were obtained using 29 HBV-A and 57 HBV-D sequences of a 650 nucleotide fragment of HBV S-gene from Yakutia
Fig. 6SkyGrid reconstruction for HDV-1 (A) and HDV-2 (B). The graphs show the relationship between the effective number of infections (y axis) and the chronological time expressed in years (x axis). The blue curve indicates the mean, and the 95% HPD interval is shown by the blue filling. Estimates were obtained using 44 HDV-1 and 44 HDV-2 sequences of a 379 nucleotide fragment of HDV R0 region from Yakutia
Fig. 7Birth–Death Skyline reconstruction for HDV-1 (A) and HDV-2 (B). The graphs show the relationship between the reproduction number of infections (y axis) and the chronological time expressed in years (x axis). The curves indicate the mean, and the 95% HPD interval is shown by the green filling. Estimates were obtained using 44 HDV-1 and 44 HDV-2 sequences of a 379 nucleotide of HDV R0 region from Yakutia