Herpes simplex viruses display hundreds of gD glycoproteins, and yet their neutralization requires tens of thousands of antibodies per virion, leading us to ask whether a wild-type virion with just a single free gD is still infective. By quantitative analysis of fluorescently labeled virus particles and virus neutralization assays, we show that entry of a wild-type HSV virion to a cell does indeed require just one or two of the approximately 300 gD glycoproteins to be left unbound by monoclonal antibody. This indicates that HSV entry is an extraordinarily efficient process, functioning at the level of single molecular complexes.
Herpes simplex viruses display hundreds of gD glycoproteins, and yet their neutralization requires tens of thousands of antibodies per virion, leading us to ask whether a wild-type virion with just a single free gD is still infective. By quantitative analysis of fluorescently labeled virus particles and virus neutralization assays, we show that entry of a wild-type HSV virion to a cell does indeed require just one or two of the approximately 300 gD glycoproteins to be left unbound by monoclonal antibody. This indicates that HSV entry is an extraordinarily efficient process, functioning at the level of single molecular complexes.
To accomplish membrane
fusion, the Herpes simplex virus (HSV) envelope displays
arrays of hundreds of copies of at
least 12 glycoproteins. Of these, gD is essential for entry in combination
with two other complexes, the trimer gB and the heterodimer gHgL.[1−4] One of the most potent monoclonal antibodies against gD is LP2.[5] However, neutralizing every virion in a suspension
requires around 10 000 anti-gD LP2 antibodies per virion, a
huge molar excess to the approximately 300 gD molecules, even though
the LP2 antibody was always thought to bind gD strongly.[5] In this paper we reconcile these seemingly conflicting
facts by carefully modeling the number of gD molecules expected to
remain unbound by LP2, allowing us to fit neutralization curves by
investigating how many free gD molecules are necessary for infection.
This also requires careful characterization of two factors: the number
of gD molecules per virion[6] and the proportions
of different types of virus preparation particles (VPPs). The latter
determination is necessary because, even in samples purified by density
gradient centrifugation, most species present are not complete virions.[7] For example, virus-like particles (VLPs) are
enveloped but lack a capsid. We determined the proportions of VPPs
at a single-virion level using surface-scanning confocal fluorescence
microscopy (SSCM).The model we derive to fit neutralization
curves of HSV by LP2
only has two remaining parameters, the avidity of the LP2 antibody
for gD and the minimum infective number of free gD molecules on the
virion envelope. This approach thus raises insights into the potency
of LP2 and the efficiency of the viral glycoprotein in mediating entry.
Methods, Results, and Discussion
Using SSCM we made
a study of fluorescently labeled virions on
cultured neurons. This showed directly that the anti-gD antibody LP2
arrests HSV at the entry stage when in molar excess to the viral antigen.
This entry requires gD to bind Nectin-1,[8] a cell adhesion molecule widely expressed on both human and murine
neurons.[8,9] We expected to see LP2 block this interaction
because HSV enters both Vero cells[10] and
neuronal cell lines[11,12] at the plasma membrane without
endocytosis and because the virus still adheres to surface glycosaminoglycans
via gC and gB:[13] LP2 (as well as HD1, discussed
below) belongs to group 1a of the anti-gD monoclonal antibodies,[14,15] which block entry without reducing virion adherence to the cell
surface.[16] Thus, blocking many gD’s
is not expected to block HSV adhering to the cell, and we expect to
be able to model the blocking of gD by LP2 independently of any effect
on this adherence. Figure 1 shows the neutralizing
capacity of LP2 in dual topographic/fluorescence scans of cultured
neuronal cells exposed to HSV. At a molar ratio of 100:1 LP2 per VPP,
almost all the virions still enter cells, whereas at a molar ratio
of 1000:1 far fewer do. Plaque assays—capable of higher statistical
accuracy than these demonstrative surface confocal scans—confirm
that, even at a molar ratio of 1000:1, the neutralization is still
not fully complete. This is illustrated in Figure 2A. The x-axis indicates that 64.5% of the
1 fM VPPs in the assay medium had envelopes, as detailed later in
the text.
Figure 1
Virus preparation particles
bound by LP2 anti-gD antibody on P4
cells. Upper (A,B) versus lower (C,D) panels: Fixed after incubation
for 5 versus 65 min. Left-hand (A,C) versus right-hand (B,D) panels:
At low (100) and high (1000) molar ratios of LP2 to VPP concentration.
The neurons, shown in shadowed topography with 2 μm scale bars,
are around 15 μm high. The VPPs, identified by fluorescence,
are indicated by circles. There are far fewer fluorescent puncta at
the low LP2 ratio after longer incubation: most of these particles
entered the cells. With the high ratio of LP2, this decrease is not
seen, verifying that very high molar ratios of LP2 arrest the infection
cycle of HSV at the entry stage. The overwhelming absence of fluorescent
puncta with low antibody, long incubation also indicates tegument
and capsid are not required for entry, and the persistence of fluorescent
puncta with high antibody indicates no alternative endocytosis of
neutralized particles. Total frequencies from a sequence of such scans
are shown in Figure S1. Neurons are infected
by HSV natively but do not form the stable confluent layers required
for plaque assays, so these scans are an important visualization of
our main conclusions drawn from plaque-assayed neutralizations.
Figure 2
Neutralization of HSV by LP2 IgG. (A) Assay
on Vero cells. The
experimental data are indicated by squares. The circles correspond
to the model described in the main text, 100%(1 + λ) exp(−λ),
that assumes just two free gD antigens per virion are sufficient for
that virion to enter a cell via an infective pathway. The only fitted
parameter is the dissociation constant of gD and LP2, found to be
10.6 fM. (B) Assay on BHK cells. These experimental data are from
Minson et al.[5] and are plotted with indicative
error bars of 5%, the average Vero neutralization error. The circles
correspond to the model described in the main text, 100% exp(−λ),
that assumes just one free gD antigen per virion is sufficient for
that virion to enter a cell via an infective pathway. The absolute
concentration of LP2 IgG was not calibrated in the original reference,
so it is scaled here to approximately match the Vero data. This means
the KD for this fit is not independent
of the other value. The KD is 4.0 fM.
We suspected that full neutralization requires such
high molar
ratios because of high entry efficiency of gD in tandem with antibody
dissociation at the extremely low virion titers required for practical
counting of plaques. Correct interpretation of HSV neutralization
by LP2 therefore involves determining the minimum infective number
of free gD molecules as well as the avidity of gD for LP2.Using
λ to denote the average expected number of gD molecules
per viral envelope left unbound by LP2 IgG, the fraction of virions
entirely capped by LP2 will be exp(−λ) according to a
Poisson distribution. Thus, if all gD antigens have to be capped by
LP2 for the virion to be neutralized, we expect the neutralized fraction
of virions to be exp(−λ). If a virion is still effectively
neutralized when it has N free gD antigens, we can
incorporate this into the model by summing the N successive
terms of the Poisson distribution, up to (λ/N!) exp(−λ). For example,
if a virion requires two or more free gD antigens for entry, the model
should include the terms for no free gD per virion plus the term for
one free gD per virion: (1 + λ) exp(−λ).
Three or more being required would be modeled by (1 + λ +
(λ2/2)) exp(−λ). If N approached the total number of gD molecules per virion, the distribution
would be affected by this finite boundary, but as long as this is
not the case, the model will be accurate.Virus preparation particles
bound by LP2 anti-gD antibody on P4
cells. Upper (A,B) versus lower (C,D) panels: Fixed after incubation
for 5 versus 65 min. Left-hand (A,C) versus right-hand (B,D) panels:
At low (100) and high (1000) molar ratios of LP2 to VPP concentration.
The neurons, shown in shadowed topography with 2 μm scale bars,
are around 15 μm high. The VPPs, identified by fluorescence,
are indicated by circles. There are far fewer fluorescent puncta at
the low LP2 ratio after longer incubation: most of these particles
entered the cells. With the high ratio of LP2, this decrease is not
seen, verifying that very high molar ratios of LP2 arrest the infection
cycle of HSV at the entry stage. The overwhelming absence of fluorescent
puncta with low antibody, long incubation also indicates tegument
and capsid are not required for entry, and the persistence of fluorescent
puncta with high antibody indicates no alternative endocytosis of
neutralized particles. Total frequencies from a sequence of such scans
are shown in Figure S1. Neurons are infected
by HSV natively but do not form the stable confluent layers required
for plaque assays, so these scans are an important visualization of
our main conclusions drawn from plaque-assayed neutralizations.Neutralization of HSV by LP2 IgG. (A) Assay
on Vero cells. The
experimental data are indicated by squares. The circles correspond
to the model described in the main text, 100%(1 + λ) exp(−λ),
that assumes just two free gD antigens per virion are sufficient for
that virion to enter a cell via an infective pathway. The only fitted
parameter is the dissociation constant of gD and LP2, found to be
10.6 fM. (B) Assay on BHK cells. These experimental data are from
Minson et al.[5] and are plotted with indicative
error bars of 5%, the average Vero neutralization error. The circles
correspond to the model described in the main text, 100% exp(−λ),
that assumes just one free gD antigen per virion is sufficient for
that virion to enter a cell via an infective pathway. The absolute
concentration of LP2 IgG was not calibrated in the original reference,
so it is scaled here to approximately match the Vero data. This means
the KD for this fit is not independent
of the other value. The KD is 4.0 fM.The half-life of the dissociation
of LP2 from gD is approximately
340 min according to the decay of Alexa-647 fluorescence shown in Figure S2. This is much shorter than the two
days used for the plaque assays, so can we assume equilibrium conditions
and write λ in terms of the dissociation constant, KD = [gD][LP2]/[gD:LP2], as follows:In this equation [gD] is
the concentration
of free gD sites and [VE] is the concentration of viral envelopes
in the virus preparation at the dilution used for the plaque assay,
determined from the neutralization protocol and the confocal scan
statistics below to be 0.645 fM, i.e. (60% + 4.5%) × 10 pM/10 000.
However, the concentration of bound gD must be the difference between
the concentrations of gD in total and in unbound form, and similarly
the concentration of free LP2 is the amount not bound to gD. This
allows us to form a quadratic equation for λ in terms of the
molar ratio of LP2 to viral envelopes:where X is
the number of gD antigens per virion, around 335, R is the molar ratio of LP2 to the concentration of viral envelopes
(the abscissae of the graphs), and we have made the substitution K = KD/[VE], equivalent to K = 1.55KD/fM. Solving the equation
then giveswhich completely
determines λ as a function
of the molar ratio, the number of antigens per virion, and the dissociation
constant. Using this equation in the Poisson distribution formulas
constitutes a realistic class of model for virus neutralizations.
In order to make use of these formulas, the number of antigens per
virion, X, must be found; three previous experimental
protocols agree that there are approximately 335 gD glycoproteins
per viral envelope.[6] To derive an accurate
avidity, it only remains to properly calibrate the molar ratio R by measuring the actual proportion of virions and virion-like
particles (VLPs) in the suspension that have envelopes. This proportion
discounts particles of detritus as well as unenveloped capsid:tegument
particles because neither of these types binds the antibody. We determined
the frequencies of these different classes of particles from high-resolution
SSCM measurements on glass by identifying non-overlapping local maxima
of topography and fluorescence. A typical scan of an LP2-Alexa647-bound
virion suspension is shown in Figure S3. The Alexa647 dye is far-red fluorescent, and the viral capsid protein
VP26 was recombinantly labeled with Yellow Fluorescent Protein (yfp),
which has previously been shown not to affect assembly or infectivity
of the virus.[17,18] The total particle frequencies
in four such scans were as follows: 4974 virions and VLPs with envelopes
expressing gD, labeled via LP2-Alexa647; 1571 virions and capsid:tegument
VLPs, labeled via VP26-yfp; 7727 topographic particles; amd 350 virions,
dual labeled by LP2-Alexa647 and VP26-yfp. These counts indicate that
the particles in the virus preparation are 16 ± 0.6% capsid:tegument
particles without envelopes, 60 ± 1.2% envelopes without capsids,
4.5 ± 0.2% virions with envelopes and capsid:tegument, and 19.5 ±
1.3% detritus. The value of 4.5% functional virions agrees with estimates
from electron micrographs that the particle-to-plaque-forming unit
ratio in HSV preparations purified from cell lysate by density gradient
centrifugation is in the range 20:1 to 50:1, and generally about 20:1
for wild-type virions.[7]Neutralization of HSV
by HD1 IgG, assayed on CHO cells. These experimental
data are from Nicola et al.[15] The circles
correspond to the model 100% exp(−λ), indicating
that just one free gD antigen per virion is sufficient for infection.
HD1 is group 1a like LP2.[14]Illustration of fit stability to variation of virus concentration
and gD copy number and dependence on number of gD molecules needed
for infection. The data in these panels are from the plaque assays
on Vero cells. The model for one or more gD being necessary (A,B)
does not fit the data as well as that for two or more (C,D). Hypothetically
raising, or lowering (B), the concentration of virus suspension by
a factor of 2 hardly affects the shape of the function at all, and
the dissociation constant only changes to 9.62 and 11.0 fM for hypothetical
concentrations of twice and half of 0.645 fM, respectively. Similarly,
hypothetically setting the gD copy number to the edges of its range
(3), 488 and 235, rather than 335, does not change the shape of the
function significantly either, as shown in (D). If very drastic changes
were made to either of these pre-determined parameters, then the curves
would no longer fit though—for example, increasing the gD copy
number in the model to 8000 would result in the modeled neutralization
curves rising too late. Overall we can conclude the fits are very
stably sensitive to avidity and minimum infective number.Having done these calibrations, we were able to
apply the model
to the neutralization of HSV by LP2 on Vero cells: Both the data and
fit are shown in Figure 2A. Only two parameters
remain with which to fit the data, the number of free gD’s
required for infection and the dissociation constant, so the fit is
very good. High ratios of LP2 are required for full neutralization,
far exceeding the number of gD binding sites. This is because the
point at which almost all gD sites are capped is determined by the
dissociation of the antibodies, which in these titrations only begins
to become less significant at concentrations of around [1000 molar
ratio × 10 pM VPP/10 000 dilution] = 1 pM in the
diluted assay medium. Thus, the model indicates that just two or more
free gD antigens are sufficient for HSV to infect Vero cells and that
the KD for LP2:gD is 10.6 fM. This magnitude
agrees with the original suspicion of very high avidity.[5]As a cross-check, we can use the literature
to make an independent
estimate of the LP2:gD dissociation constant. The epitope of LP2 likely
includes the hotspots[19−21] in the binding regions on gD for both its main receptors
Nectin-1 and HVEM. This is because these two binding regions on gD
overlap[22] and the LP2 epitope is discontinuous,[14,23] which would correspond to LP2 binding both of these close but separate
hotspots. The dissociation constants for gD:HVEM and gD:Nectin-1 have
previously been determined by surface plasmon resonance of soluble
truncated versions to be 3.2 μM[19,24,25] and 17.1 nM,[26] respectively,
although the affinity of gD for HVEM is likely enhanced by a factor
of around 50[19,24,25] when the C-terminus moves away from the receptor binding region.[14,22,27] With the structurally reasonable
assumption that the free energy difference between LP2 binding and
dissociating is the sum of the free energies for HVEM and Nectin-1,
this cross-check for the dissociation constant of LP2:gD yields 1–50
fM, in excellent agreement with the 10.6 fM value above.The
same class of model also fits two previous HSV neutralizations:
by LP2 IgG assessed by plaque assay on BHK cells[5] and by another group 1a antibody,[14] HD1 IgG, assayed on CHO cells.[15] For
the experiments carried out on Vero cells, the model for two or more
free gD antigens was definitely necessary. In contrast, the model
for just one or more free gD antigens mediating entry fitted the BHK
data excellently, as shown in Figure 2B, and
the fits for more free gD being necessary worsened progressively.
This difference can be ascribed to the different cell lines. The model
for just one or more free gD antigens mediating entry also fitted
the HD1-CHO data excellently, as shown in Figure 3, and also fits the data for the other four antibodies assayed
on CHO cells, shown in Figures S4–S7.
Figure 3
Neutralization of HSV
by HD1 IgG, assayed on CHO cells. These experimental
data are from Nicola et al.[15] The circles
correspond to the model 100% exp(−λ), indicating
that just one free gD antigen per virion is sufficient for infection.
HD1 is group 1a like LP2.[14]
Overall, this study clearly indicates that for some cell
lines
just a single gD (along with gHgL and gB) can mediate infection. As
shown in Figure 4, these results are robust
to changes in the concentrations of the interactants by at least a
factor of 2 either way, and are also stable to variation of the gD
copy number over its wide range of biological variation,[6] 235–480. The fitted dissociation constants
only change to 7.1 and 15.5 fM, respectively, well inside the expected
range we calculated as a cross-check above. The same models work for
different cell lines with different expression levels of receptors
because the less specific interactions of viral glycoproteins like
gC allow the virus to roll around on the cell surface while still
remaining bound at a large number of weak binding sites. This maintains
equilibrium with the antibody in solution and also allows any free
gD molecules on the virus envelope to access any receptors on the
cell surface.
Figure 4
Illustration of fit stability to variation of virus concentration
and gD copy number and dependence on number of gD molecules needed
for infection. The data in these panels are from the plaque assays
on Vero cells. The model for one or more gD being necessary (A,B)
does not fit the data as well as that for two or more (C,D). Hypothetically
raising, or lowering (B), the concentration of virus suspension by
a factor of 2 hardly affects the shape of the function at all, and
the dissociation constant only changes to 9.62 and 11.0 fM for hypothetical
concentrations of twice and half of 0.645 fM, respectively. Similarly,
hypothetically setting the gD copy number to the edges of its range
(3), 488 and 235, rather than 335, does not change the shape of the
function significantly either, as shown in (D). If very drastic changes
were made to either of these pre-determined parameters, then the curves
would no longer fit though—for example, increasing the gD copy
number in the model to 8000 would result in the modeled neutralization
curves rising too late. Overall we can conclude the fits are very
stably sensitive to avidity and minimum infective number.
In this way we find a 10.6 fM dissociation constant
for LP2:gD
and that just two free gD antigens per virion, likely functioning
in complexes with the glycoproteins gHgL and gB, can mediate HSV entry
for Vero cells, and one for BHK cells. This high entry efficiency
agrees with the spheroidal geometry of HSV and with its widespread
epidemiology despite limited modes of transmission.It is worth
highlighting that this result indicates LP2 has a discretized
neutralization mechanism. Alternative neutralizing mechanisms would
be lessening the general adhesion of HSV to cells or preventing the
close approach of the two membranes, but these cannot account for
the effectiveness of LP2. Our results show that LP2 molecules instead
independently and completely block individual gD glycoproteins, which
are essential to the virus’s entry mechanism. This is why this
antibody is so potent. As we have shown though, high molar ratios
are still required because of dissociation at the very low concentrations
required to conduct plaque assays.
Conclusions
We have shown that Herpes simplex virus (HSV)
can still enter cells even if only one or two of approximately 300
gD glycoproteins on the virus surface are not bound by antibody. This
is consistent with the findings of Huber et al.[28] and is an important result because it implies the HSV entry
mechanism functions at the level of single complexes.The fluorescence-based
methods we present are generally applicable
to other amorphous viruses, like influenza and human immunodeficiency
virus, which cannot be adequately characterized by cyro-electon microscopy
or X-ray diffraction for this purpose.Also, for potently neutralizing
antibodies in general, we have
shown that determining the relevant antigen copy number allows single-molecule-level
information to be inferred from neutralization curves.
Technical Methods
Viruses
The HSV-1 viruses used in
this study were wild-type strain STH2 and a strain with Yellow-Fluorescent
Protein (YFP)-tagged capsid (VP26-YFP)[17,18] called SCgH-VP26yfp.
This strain was produced using the CR1 helper cell line trans-positive
for gH.[29] The latter virus was used for
all imaging experiments, as its phenotype is gH positive even though
its genome lacks the gene for the entry-essential glycoprotein gH,
allowing its use in category 1 containment conditions. SCgH-VP26yfp
was generated by co-infection with SCgH-pA[30] and SCVP26.[18] Fluorescent progeny which
could only replicate on the CR1 helper cell line were identified and
plaque-purified by limiting dilution on CR1 cells. Virions were then
purified from supernatants of CR1 cells, and were therefore genotypically
gH– but phenotypically gH+. Purified HSV1 virion preparations
were made 2–3 days post-infection by successive centrifugation,
filtration, and density gradient centrifugation according to the following
procedure: The CR1 supernatant was clarified by centrifugation at
2500 rpm in a Mistral 6000 rotor (MSE UK Limited, London, United Kingdom)
for 10 min. Virus particles were pelleted from the supernatant by
centrifugation for 2 h at 16 000 rpm in a Beckman 19R rotor
(Beckman, Fullerton, CA) at 4 °C. Pellets were re-suspended in
2 mL of phosphate-buffered saline (PBS) (NaCl, 150 mM; Na2HPO4, 10 mM; adjusted to pH 7.2), filtered by a 0.02 μm
Anotop 25 mesh (Whatman International, Maidstone, England), sonicated,
and layered onto 30 mL Ficoll gradients (5–15%) in PBS by centrifugation
for 1.5 h at 12 000 rpm in a Beckman SW28 rotor at 4 °C.
The visible band of virus at the center of the gradient was removed,
diluted to 30 mL in PBS, and re-pelleted by centrifugation for 2 h
at 20 000 rpm in a Beckman SW28 rotor. The resulting pellets
were re-suspended in 500 μL of PBS and frozen at −70
°C in 50 μL aliquots. After purification, virus concentrations
were estimated by comparison with counting negatively stained particles
in an electron microscope as previously described.[31] The suspensions were stored in hydrophobic eppendorf tubes
and handled with hydrophobic Gilson pipet tips, to which the particles
do not bind due to their high charge density.
Surface-Scanning
Confocal Fluorescence
Cell and slide surfaces were kept exactly
in focus by tracking a
nanopipet probe using scanning ion conductance microscopy. The microscope
objective (Nikon, Plan Apo VC Water immersion ×60, MRD07601)
was mounted in a piezoelectric drive (P-726, Physik Instrumente, UK)
for this purpose, while the sample and nanopipet were positioned by
XY (P-733.2DD) and Z (P-753) piezos, respectively. Nanopipets were
fabricated using a Sutter Instrument Co. model P-2000 laser-based
puller, pulling 10 cm length, 1 mm/0.50 mm outer/inner diameter fire-polished
borosilicate glass capillaries with filaments (Sutter, via Intracel
UK Ltd.) using the program Heat 350, Fil 3, Vel 30, Del 220, Pul,
Heat 390, Fil 3, Vel 40, Del 180, Pul 255. The pull time range is
4.5–5.5 s. Typical nanopipet ion current was 500 ± 1.5pA
pA for 200 mV electrode bias. Fluorescence photons were filtered by
a dichroic mirror and longpass and bandpass filters before being detected
by an avalanche photodiode and counted by a digital signal processor.
Typical control set-point relative to maximum ion current was 99.2%
(0.8% decrease relative to ion current in bulk solution).
Measurements on Cultured P4 neuronal cells
Quadruplicate
samples of 11.2 μL of 10 pM suspensions of
gH–/+ HSV VPPs were labeled with LP2-Alexa647 at molar ratios
of 100:1 and 1000:1, and added to separate collagen-coated glass-bottom
Petri dishes of P4 neuronal cells. The control dishes were fixed after
waiting for 5 min for the suspensions to settle onto the cell surfaces
by replacing the 2 mL buffer solution with 3.7% w/v methanal in PBS
with 250 mM sucrose for 15 min before removing the fixing solution,
washing twice with PBS, and adding L15 buffer for the surface scanning
confocal measurement. The incubated dishes were fixed in the same
way after 1 h of incubation at 37 °C before fixation. PBS without
divalent ions was used. An average of six 30 μm × 30 μm
scans were made per dish, and the red puncta were identified as local
maxima exceeding a photon rate of 4 kHz not within four pixels (233
nm) of each other. The laser powers used in the experiment were 770
nW at 640 nm and 100 nW at 488 nm.
Virus
Neutralization Studies
Purified
wild-type HSV virions at a concentration of 10 pM VPPs were incubated
with a range of dilutions of LP2-IgG in a total volume of 0.5 mL of
PBS for 1 h at room temperature. The molar ratios of antibody to VPPs
ranged from 0:1 (control) to 10 000:1. The amount of residual
infectivity was determined by standard plaque assay on monolayers
of Vero (African Green Monkey kidney) cells. The samples were diluted
1:10 000 before assaying infectivity and left for 2 days for
plaques to form. The percentage of input infectivity that had been
neutralized at each antibody concentration was then calculated relative
to the controls with no antibody added. These assays were repeated
twice, and the results represent the average titers obtained in two
independent experiments.
Authors: Sarah A Connolly; Daniel J Landsburg; Andrea Carfi; J Charles Whitbeck; Yi Zuo; Don C Wiley; Gary H Cohen; Roselyn J Eisenberg Journal: J Virol Date: 2005-01 Impact factor: 5.103
Authors: A V Nicola; M Ponce de Leon; R Xu; W Hou; J C Whitbeck; C Krummenacher; R I Montgomery; P G Spear; R J Eisenberg; G H Cohen Journal: J Virol Date: 1998-05 Impact factor: 5.103
Authors: M E Boursnell; C Entwisle; D Blakeley; C Roberts; I A Duncan; S E Chisholm; G M Martin; R Jennings; D Ni Challanaín; I Sobek; S C Inglis; C S McLean Journal: J Infect Dis Date: 1997-01 Impact factor: 5.226
Authors: Rahaman Navaz Gangji; Nehru Viji Sankaranarayanan; James Elste; Rami A Al-Horani; Daniel K Afosah; Rachel Joshi; Vaibhav Tiwari; Umesh R Desai Journal: ACS Med Chem Lett Date: 2018-07-16 Impact factor: 4.345
Authors: Keith Levendosky; Olga Mizenina; Elena Martinelli; Ninochka Jean-Pierre; Larisa Kizima; Aixa Rodriguez; Kyle Kleinbeck; Thierry Bonnaire; Melissa Robbiani; Thomas M Zydowsky; Barry R O'Keefe; José A Fernández-Romero Journal: Antimicrob Agents Chemother Date: 2015-09-14 Impact factor: 5.191
Authors: Jay Newby; Jennifer L Schiller; Timothy Wessler; Jasmine Edelstein; M Gregory Forest; Samuel K Lai Journal: Nat Commun Date: 2017-10-10 Impact factor: 14.919