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0001 FN ISI Export Format
0002 VR 1.0
0003 PT J
0004 AU Ostberg, CO
0005    Duda, JJ
0006    Graham, JH
0007    Zhang, S
0008    Haywood, KP
0009    Miller, B
0010    Lerud, TL
0011 AF Ostberg, C. O.
0012    Duda, J. J.
0013    Graham, J. H.
0014    Zhang, S.
0015    Haywood, K. P., III
0016    Miller, B.
0017    Lerud, T. L.
0018 TI Growth, Morphology, and Developmental Instability of Rainbow Trout,
0019    Yellowstone Cutthroat Trout, and Four Hybrid Generations
0020 SO TRANSACTIONS OF THE AMERICAN FISHERIES SOCIETY
0021 LA English
0022 DT Article
0023 ID ENDANGERED SPECIES ACT; ONCORHYNCHUS CLARKI CLARKI; FLUCTUATING
0024    ASYMMETRY; GENETIC DETECTION; SNAKE RIVER; HYBRIDIZATION; MYKISS;
0025    INTROGRESSION; POPULATIONS; STEELHEAD
0026 AB Hybridization of cutthroat trout Oncorhynchus clarkii with
0027    nonindigenous rainbow trout O. mykiss contributes to the decline of
0028    cutthroat trout subspecies throughout their native range. Introgression
0029    by rainbow trout can swamp the gene pools of cutthroat trout
0030    populations, especially if there is little selection against hybrids.
0031    We used rainbow trout, Yellowstone cutthroat trout O. clarkii bouvieri,
0032    and rainbow trout x Yellowstone cutthroat trout F-1 hybrids as parents
0033    to construct seven different line crosses: F-1 hybrids (both reciprocal
0034    crosses), F-2 hybrids, first-generation backcrosses (both rainbow trout
0035    and Yellowstone cutthroat trout), and both parental taxa. We compared
0036    growth, morphology, and developmental instability among these seven
0037    crosses reared at two different temperatures. Growth was related to the
0038    proportion of rainbow trout genome present within the crosses. Meristic
0039    traits were influenced by maternal, additive, dominant, overdominant,
0040    and (probably) epistatic genetic effects. Developmental stability,
0041    however, was not disturbed in F-1 hybrids, F-2 hybrids, or backcrosses.
0042    Backcrosses were morphologically similar to their recurrent parent. The
0043    lack of developmental instability in hybrids suggests that there are
0044    few genetic incompatibilities preventing introgression. Our findings
0045    suggest that hybrids are not equal: that is, growth, development,
0046    character traits, and morphology differ depending on the genomic
0047    contribution from each parental species as well as the hybrid
0048    generation.
0049 C1 [Ostberg, C. O.; Duda, J. J.] US Geol Survey, Western Fisheries Res Ctr, Seattle, WA 98115 USA.
0050    [Graham, J. H.; Zhang, S.; Haywood, K. P., III; Miller, B.] Berry Coll, Dept Biol, Mt Berry, GA 30149 USA.
0051    [Lerud, T. L.] Univ Washington, Dept Stat, Seattle, WA 98195 USA.
0052 RP Ostberg, CO, US Geol Survey, Western Fisheries Res Ctr, 6505 NE 65th
0053    St, Seattle, WA 98115 USA.
0054 EM carl_ostberg@usgs.gov
0055 FU U.S. Geological Survey 
0056 FX We thank Damon Keen and the staff at Henry's Lake Hatchery, Matt
0057    Campbell of Idaho Fish and Game, and Brad Dredge and the staff at
0058    Hayspur State Fish Hatchery for assistance and logistical support. S.
0059    Rubin, M. Hayes, R. Reisenbichler, R. Rodriguez, J. Harvey, J. Emlen,
0060    M. Hoy, G. Sanders, C. Chambers, J. Steinbacher, C. Galitsky, and A.
0061    Newman assisted in PIT tagging and fish care. K. Orekoya, R. Bice, N.
0062    Menezes, and J. Nutter (students at Berry College) helped with
0063    photographing and digitizing the images. Cathy Chamberlin-Graham
0064    assisted with the literature review. Paul Sampson and Shirley Ren
0065    provided key statistical advice. The PIT tags were generously loaned by
0066    the U.S. Army Corps of Engineers and H. Balbach. We thank G. Winans and
0067    O. Johnson and two anonymous reviewers for providing comments that
0068    improved the manuscript. Berry College provided release time for J. H.
0069    G.; all other funding was provided by the U.S. Geological Survey. Use
0070    of trade names is for the convenience of the reader and does not
0071    constitute an endorsement of products over others that may be suitable.
0072 NR 45
0073 TC 0
0074 PU AMER FISHERIES SOC
0075 PI BETHESDA
0076 PA 5410 GROSVENOR LANE SUITE 110, BETHESDA, MD 20814-2199 USA
0077 SN 0002-8487
0078 J9 TRANS AMER FISH SOC
0079 JI Trans. Am. Fish. Soc.
0080 PD MAR
0081 PY 2011
0082 VL 140
0083 IS 2
0084 BP 334
0085 EP 344
0086 DI 10.1080/00028487.2011.567866
0087 PG 11
0088 SC Fisheries
0089 GA 751PN
0090 UT ISI:000289630100008
0091 ER
0092 
0093 EF
0094 
0095 Record 2 of 7:
0096 
0097 FN ISI Export Format
0098 VR 1.0
0099 PT J
0100 AU Goldwyn, JH
0101    Imennov, NS
0102    Famulare, M
0103    Shea-Brown, E
0104 AF Goldwyn, Joshua H.
0105    Imennov, Nikita S.
0106    Famulare, Michael
0107    Shea-Brown, Eric
0108 TI Stochastic differential equation models for ion channel noise in
0109    Hodgkin-Huxley neurons
0110 SO PHYSICAL REVIEW E
0111 LA English
0112 DT Article
0113 ID ACTION-POTENTIALS; SIMULATION; PRECISION; KINETICS; BEHAVIOR
0114 AB The random transitions of ion channels between conducting and
0115    nonconducting states generate a source of internal fluctuations in a
0116    neuron, known as channel noise. The standard method for modeling the
0117    states of ion channels nonlinearly couples continuous-time Markov
0118    chains to a differential equation for voltage. Beginning with the work
0119    of R. F. Fox and Y.-N. Lu [Phys. Rev. E 49, 3421 (1994)], there have
0120    been attempts to generate simpler models that use stochastic
0121    differential equation (SDEs) to approximate the stochastic spiking
0122    activity produced by Markov chain models. Recent numerical
0123    investigations, however, have raised doubts that SDE models can capture
0124    the stochastic dynamics of Markov chain models.
0125    We analyze three SDE models that have been proposed as approximations
0126    to the Markov chain model: one that describes the states of the ion
0127    channels and two that describe the states of the ion channel subunits.
0128    We show that the former channel-based approach can capture the
0129    distribution of channel noise and its effects on spiking in a
0130    Hodgkin-Huxley neuron model to a degree not previously demonstrated,
0131    but the latter two subunit-based approaches cannot. Our analysis
0132    provides intuitive and mathematical explanations for why this is the
0133    case. The temporal correlation in the channel noise is determined by
0134    the combinatorics of bundling subunits into channels, but the
0135    subunit-based approaches do not correctly account for this structure.
0136    Our study confirms and elucidates the findings of previous numerical
0137    investigations of subunit-based SDE models. Moreover, it presents
0138    evidence that Markov chain models of the nonlinear, stochastic dynamics
0139    of neural membranes can be accurately approximated by SDEs. This
0140    finding opens a door to future modeling work using SDE techniques to
0141    further illuminate the effects of ion channel fluctuations on
0142    electrically active cells.
0143 C1 [Goldwyn, Joshua H.; Shea-Brown, Eric] Univ Washington, Dept Appl Math, Seattle, WA 98195 USA.
0144    [Imennov, Nikita S.] Univ Washington, Dept Bioengn, Seattle, WA 98195 USA.
0145    [Famulare, Michael] Univ Washington, Dept Phys, Seattle, WA 98195 USA.
0146    [Shea-Brown, Eric] Univ Washington, Program Neurobiol & Behav, Seattle, WA 98195 USA.
0147 RP Goldwyn, JH, Univ Washington, Dept Appl Math, POB 352420, Seattle, WA
0148    98195 USA.
0149 FU National Institute on Deafness and Other Communication Disorders [F31
0150    DC010306, T32 DC005361]; Advanced Bionics Corporation ; McKnight
0151    Endowment Fund for Neuroscience ; Burroughs-Wellcome Fund 
0152 FX We thank Jay Rubinstein and Adrienne Fairhall for helpful discussions
0153    and are especially grateful to Jay Rubinstein for drawing our interest
0154    to this problem. This research has been supported by the National
0155    Institute on Deafness and Other Communication Disorders [Grants No. F31
0156    DC010306 (J.H.G.) and No. T32 DC005361 (N.S.I.)], the Advanced Bionics
0157    Corporation (N.S.I.), the McKnight Endowment Fund for Neuroscience (M.
0158    F.), and the Burroughs-Wellcome Fund (E.S.-B.).
0159 NR 47
0160 TC 0
0161 PU AMER PHYSICAL SOC
0162 PI COLLEGE PK
0163 PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA
0164 SN 1539-3755
0165 J9 PHYS REV E
0166 JI Phys. Rev. E
0167 PD APR 11
0168 PY 2011
0169 VL 83
0170 IS 4
0171 PN Part 1
0172 AR 041908
0173 DI 10.1103/PhysRevE.83.041908
0174 PG 16
0175 SC Physics, Fluids & Plasmas; Physics, Mathematical
0176 GA 747XL
0177 UT ISI:000289354500007
0178 ER
0179 
0180 EF
0181 
0182 Record 3 of 7:
0183 
0184 
0185 FN ISI Export Format
0186 VR 1.0
0187 PT J
0188 AU Ding, E
0189    Grelu, P
0190    Kutz, JN
0191 AF Ding, Edwin
0192    Grelu, Philippe
0193    Kutz, J. Nathan
0194 TI Dissipative soliton resonance in a passively mode-locked fiber laser
0195 SO OPTICS LETTERS
0196 LA English
0197 DT Article
0198 ID LOCKING MODEL; ENERGY; OSCILLATORS
0199 AB The phenomenon of dissipative soliton resonance (DSR) predicts that an
0200    increase of pulse energy by orders of magnitude can be obtained in
0201    laser oscillators. Here, we prove that DSR is achievable in a realistic
0202    ring laser cavity using nonlinear polarization evolution as the
0203    mode-locking mechanism, whose nonlinear transmission function is
0204    adjusted through a set of waveplates and a passive polarizer. The
0205    governing model accounts explicitly for the arbitrary orientations of
0206    the waveplates and the polarizer, as well as the gain saturation in the
0207    amplifying medium. It is shown that DSR is achievable with realistic
0208    laser settings. Our findings provide an excellent design tool for
0209    optimizing the mode-locking performance and the enhancement of energy
0210    delivered per pulse by orders of magnitude. (C) 2011 Optical Society of
0211    America
0212 C1 [Ding, Edwin; Kutz, J. Nathan] Univ Washington, Dept Appl Math, Seattle, WA 98195 USA.
0213    [Grelu, Philippe] Univ Bourgogne, CNRS, UMR 5209, Lab Interdisciplinaire Carnot Bourgogne, F-21000 Dijon, France.
0214 RP Ding, E, Univ Washington, Dept Appl Math, Seattle, WA 98195 USA.
0215 EM ding@amath.washington.edu
0216 FU National Science Foundation (NSF) [DMS-1007621]; U.S. Air Force Office
0217    of Scientific Research (USAFOSR) [FA9550-09-0174]; Agence Nationale de
0218    la Recherche [ANR-2010-BLANC-0417-01-SOLICRIS-TAL]
0219 FX J. N. Kutz acknowledges support from the National Science Foundation
0220    (NSF) (grant DMS-1007621) and the U.S. Air Force Office of Scientific
0221    Research (USAFOSR) (grant FA9550-09-0174). Ph. Greulu acknowledges
0222    support from the Agence Nationale de la Recherche (grant
0223    ANR-2010-BLANC-0417-01-SOLICRIS-TAL).
0224 NR 12
0225 TC 0
0226 PU OPTICAL SOC AMER
0227 PI WASHINGTON
0228 PA 2010 MASSACHUSETTS AVE NW, WASHINGTON, DC 20036 USA
0229 SN 0146-9592
0230 J9 OPTICS LETTERS
0231 JI Opt. Lett.
0232 PD APR 1
0233 PY 2011
0234 VL 36
0235 IS 7
0236 BP 1146
0237 EP 1148
0238 PG 3
0239 SC Optics
0240 GA 746ML
0241 UT ISI:000289251000040
0242 ER
0243 
0244 EF
0245 
0246 Record 4 of 7:
0247 
0248 FN ISI Export Format
0249 VR 1.0
0250 PT J
0251 AU Ding, E
0252    Shlizerman, E
0253    Kutz, JN
0254 AF Ding, Edwin
0255    Shlizerman, Eli
0256    Kutz, J. Nathan
0257 TI Generalized Master Equation for High-Energy Passive Mode-Locking: The
0258    Sinusoidal Ginzburg-Landau Equation
0259 SO IEEE JOURNAL OF QUANTUM ELECTRONICS
0260 LA English
0261 DT Article
0262 DE Ginzburg-Landau equation; master mode-locking equation; mode-locked
0263    lasers; saturable absorption; solitons
0264 ID TI-SAPPHIRE LASER; FEMTOSECOND FIBER LASER; NORMAL-DISPERSION;
0265    ADDITIVE-PULSE; LOCKED LASERS; PROPAGATION; GENERATION; STABILITY;
0266    OPERATION
0267 AB A generalized master mode-locking model is presented to characterize
0268    the pulse evolution in a ring cavity laser passively mode-locked by a
0269    series of waveplates and a polarizer, and the equation is referred to
0270    as the sinusoidal Ginzburg-Landau equation (SGLE). The SGLE gives a
0271    better description of the cavity dynamics by accounting explicitly for
0272    the full periodic transmission generated by the waveplates and
0273    polarizer. Numerical comparisons with the full dynamics show that the
0274    SGLE is able to capture the essential mode-locking behaviors including
0275    the multi-pulsing instability observed in the laser cavity and does not
0276    have the drawbacks of the conventional master mode-locking theory, and
0277    the results are applicable to both anomalous and normal dispersions.
0278    The SGLE model supports high energy pulses that are not predicted by
0279    the master mode-locking theory, thus providing a platform for
0280    optimizing the laser performance.
0281 C1 [Ding, Edwin; Shlizerman, Eli; Kutz, J. Nathan] Univ Washington, Dept Appl Math, Seattle, WA 98195 USA.
0282 RP Ding, E, Univ Washington, Dept Appl Math, Seattle, WA 98195 USA.
0283 EM ding@amath.washington.edu
0284    shlizee@uw.edu
0285    kutz@amath.washington.edu
0286 FU National Science Foundation [DMS-1007621]; U.S. Air Force Office of
0287    Scientific Research [FA9550-09-0174]
0288 FX This work was supported in part by the National Science Foundation,
0289    under Grant DMS-1007621, and the U.S. Air Force Office of Scientific
0290    Research, under Grant FA9550-09-0174.
0291 NR 44
0292 TC 0
0293 PU IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
0294 PI PISCATAWAY
0295 PA 445 HOES LANE, PISCATAWAY, NJ 08855-4141 USA
0296 SN 0018-9197
0297 J9 IEEE J QUANTUM ELECTRON
0298 JI IEEE J. Quantum Electron.
0299 PD MAY
0300 PY 2011
0301 VL 47
0302 IS 5
0303 BP 705
0304 EP 714
0305 DI 10.1109/JQE.2011.2112337
0306 PG 10
0307 SC Engineering, Electrical & Electronic; Optics; Physics, Applied
0308 GA 749PF
0309 UT ISI:000289480100004
0310 ER
0311 
0312 EF
0313 
0314 Record 5 of 7:
0315 
0316 FN ISI Export Format
0317 VR 1.0
0318 PT J
0319 AU Keleti, T
0320    Paquette, E
0321 AF Keleti, Tamas
0322    Paquette, Elliot
0323 TI The Trouble with von Koch Curves Built from n-gons
0324 SO AMERICAN MATHEMATICAL MONTHLY
0325 LA English
0326 DT Article
0327 ID HEAT-EQUATION; SNOWFLAKE
0328 C1 [Keleti, Tamas] Eotvos Lorand Univ, Dept Anal, H-1117 Budapest, Hungary.
0329    [Paquette, Elliot] Univ Washington, Dept Math, Seattle, WA 98195 USA.
0330 RP Keleti, T, Eotvos Lorand Univ, Dept Anal, Pazmany Peter Setany 1-C,
0331    H-1117 Budapest, Hungary.
0332 EM tamas.keleti@gmail.com
0333    paquette@math.washington.edu
0334 FU Hungarian Scientific Foundation [T72655]
0335 FX The research of the first author was partially supported by Hungarian
0336    Scientific Foundation grant No. T72655. This work began when the first
0337    author visited M. van den Berg at the University of Bristol.
0338 NR 10
0339 TC 0
0340 PU MATHEMATICAL ASSOC AMER
0341 PI WASHINGTON
0342 PA 1529 18TH STREET NW, WASHINGTON, DC 20036 USA
0343 SN 0002-9890
0344 J9 AMER MATH MON
0345 JI Am. Math. Mon.
0346 PD FEB
0347 PY 2010
0348 VL 117
0349 IS 2
0350 BP 124
0351 EP 137
0352 DI 10.4169/000298910X476040
0353 PG 14
0354 SC Mathematics
0355 GA 748HU
0356 UT ISI:000289382500003
0357 ER
0358 
0359 EF
0360 
0361 Record 6 of 7:
0362 
0363 FN ISI Export Format
0364 VR 1.0
0365 PT J
0366 AU Dumbgen, L
0367    van de Geer, SA
0368    Veraar, MC
0369    Welber, JA
0370 AF Duembgen, Lutz
0371    van de Geer, Sara A.
0372    Veraar, Mark C.
0373    Welber, Jon A.
0374 TI Nemirovski's Inequalities Revisited
0375 SO AMERICAN MATHEMATICAL MONTHLY
0376 LA English
0377 DT Article
0378 ID RANDOM-VARIABLES; PROBABILITY-INEQUALITIES; SUMS
0379 C1 [Duembgen, Lutz] Univ Bern, Inst Math Stat & Actuarial Sci, CH-3012 Bern, Switzerland.
0380    [van de Geer, Sara A.] ETH, Seminar Stat, CH-8092 Zurich, Switzerland.
0381    [Veraar, Mark C.] Delft Univ Technol, Delft Inst Appl Math, NL-2600 GA Delft, Netherlands.
0382    [Welber, Jon A.] Univ Washington, Dept Stat, Seattle, WA 98195 USA.
0383 RP Dumbgen, L, Univ Bern, Inst Math Stat & Actuarial Sci, Alpeneggstr 22,
0384    CH-3012 Bern, Switzerland.
0385 EM duembgen@stat.unibe.ch
0386    geer@stat.math.ethz.ch
0387    m.c.veraar@tudelft.nl
0388    jaw@stat.washington.edu
0389 FU NSF [DMS-0503822, DMS-0804587]; Swiss National Science Foundation 
0390 FX The authors owe thanks to the referees for a number of suggestions
0391    which resulted in a considerable improvement in the article. The
0392    authors are also grateful to Ilya Molchanov for drawing their attention
0393    to Banach-Mazur distances, and to Stanislaw Kwapien and Vladimir
0394    Koltchinskii for pointers concerning type and cotype proofs and
0395    constants. This research was initiated during the opening week of the
0396    program on "Statistical Theory and Methods for Complex,
0397    High-Dimensional Data" held at the Isaac Newton Institute for
0398    Mathematical Sciences from 7 January to 27 June, 2008, and was made
0399    possible in part by the support of the Isaac Newton Institute for
0400    visits of various periods by Dumbgen, van de Geer, and Wellner. The
0401    research of Wellner was also supported in part by NSF grants
0402    DMS-0503822 and DMS-0804587. The research of Dumbgen and van de Geer
0403    was supported in part by the Swiss National Science Foundation.
0404 NR 26
0405 TC 0
0406 PU MATHEMATICAL ASSOC AMER
0407 PI WASHINGTON
0408 PA 1529 18TH STREET NW, WASHINGTON, DC 20036 USA
0409 SN 0002-9890
0410 J9 AMER MATH MON
0411 JI Am. Math. Mon.
0412 PD FEB
0413 PY 2010
0414 VL 117
0415 IS 2
0416 BP 138
0417 EP 160
0418 DI 10.4169/000298910X476059
0419 PG 23
0420 SC Mathematics
0421 GA 748HU
0422 UT ISI:000289382500004
0423 ER
0424 
0425 EF
0426 
0427 Record 7 of 7:
0428 
0429 FN ISI Export Format
0430 VR 1.0
0431 PT J
0432 AU Calsyn, DA
0433    Baldwin, H
0434    Niu, XY
0435    Crits-Christoph, P
0436    Hatch-Maillette, MA
0437 AF Calsyn, Donald A.
0438    Baldwin, Heather
0439    Niu, Xiaoyue
0440    Crits-Christoph, Paul
0441    Hatch-Maillette, Mary A.
0442 TI Sexual Risk Behavior and Sex under the Influence: An Event Analysis of
0443    Men in Substance Abuse Treatment Who Have Sex with Women
0444 SO AMERICAN JOURNAL ON ADDICTIONS
0445 LA English
0446 DT Article
0447 ID CONDOM USE; ALCOHOL-USE; DRUG-USERS; HIV; METAANALYSIS; INFECTION;
0448    EXPOSURE; ILLNESS; COHORT; LEVEL
0449 AB The objective of this study was to determine if there is evidence for a
0450    causative link between sex under the influence of drugs or alcohol and
0451    risky sex for men in substance abuse treatment. Men in treatment
0452    participating in a multisite HIV prevention protocol who reported on
0453    baseline, 3, or 6 months computerized assessments the details of their
0454    most recent sexual events, and who reported having sexual events under
0455    the influence and not under the influence, and who reported most recent
0456    events that did and did not include condom use served as participants
0457    (n = 37). Safe sex was not significantly more likely to happen when
0458    participants were under the influence of drugs or alcohol during their
0459    most recent sexual event (48.3%) than when they were not under the
0460    influence (49%, p = .82). In this high-risk in treatment sample, a
0461    causative link between sex under the influence of drugs or alcohol and
0462    sexual risk behavior was not supported. (Am J Addict 2011;00:1--7).
0463 C1 [Calsyn, Donald A.; Hatch-Maillette, Mary A.] Univ Washington, Sch Med, Dept Psychiat & Behav Sci, Seattle, WA 98105 USA.
0464    [Calsyn, Donald A.; Hatch-Maillette, Mary A.] Univ Washington, Inst Alcohol & Drug Abuse, Seattle, WA 98195 USA.
0465    [Baldwin, Heather] Univ Washington, Sch Publ Hlth, Seattle, WA 98195 USA.
0466    [Niu, Xiaoyue] Univ Washington, Dept Stat, Seattle, WA 98195 USA.
0467    [Crits-Christoph, Paul] Univ Penn, Dept Psychiat, Philadelphia, PA 19104 USA.
0468 RP Calsyn, DA, Univ Washington, Sch Med, Dept Psychiat & Behav Sci, 1107
0469    NE 45th St,Ste 120, Seattle, WA 98105 USA.
0470 EM calsyn@u.washington.edu
0471 NR 36
0472 TC 0
0473 PU WILEY-BLACKWELL
0474 PI MALDEN
0475 PA COMMERCE PLACE, 350 MAIN ST, MALDEN 02148, MA USA
0476 SN 1055-0496
0477 J9 AMER J ADDICTION
0478 JI Am. J. Addict.
0479 PD MAY-JUN
0480 PY 2011
0481 VL 20
0482 IS 3
0483 BP 250
0484 EP 256
0485 DI 10.1111/j.1521-0391.2011.00123.x
0486 PG 7
0487 SC Substance Abuse
0488 GA 746NQ
0489 UT ISI:000289254400009
0490 ER
0491 
0492 EF
0493 
0494