Article

The evolutionary role of males in C. elegans

Author(s): Chasnov, Jeffrey

Source: Worm. , v.2, (1),article number e21146

Evolution of recombination rates in a multilocus, haploidselection, symmetricviability model

Author(s): Chasnov, J.R.; Ye, Felix Xiaofeng

Source: Theoretical Population Biology. , v. 83, (1), February 2013, p. 155165

Equilibrium Properties of a Multilocus, HaploidSelection, SymmetricViability Model

Source: Theoretical population biology. , v. 81, (2), 2012, MAR, p. 119130

Evolution of Increased SelfSperm Production in Postdauer Hermaphroditic Nematodes

Author(s): Chasnov, Jeffrey R.

Source: Evolution. , v. 65, (7), July 2011, p. 21172122

A fast algorithm for computing multilocus recombination

Source: Theoretical population biology. , v. 77, (4), 2010, JUN, p. 270278

The evolution from females to hermaphrodites results in a sexual conflict over mating in androdioecious nematode worms and clam shrimp

Source: Journal of evolutionary biology. , v. 23, (3), 2010, MAR, p. 539556

The species, sex, and stage specificity of a Caenorhabditis sex pheromone

Author(s): Chasnov, Jeffrey R.; So, W.K.; Chan, C.M.; Chow, King Lau

Source: Proceedings of the National Academy of Sciences of the United States of America. , v.104, (16), 2007, Apr, p. 67306735

Why are there males in the hermaphroditic species Caenorhabditis elegans?

Author(s): Chasnov, Jeffrey R.; Chow, King Lau

Source: Genetics. , v. 160, (3), 2002, MAR, p. 983994

Recessive mutations and the maintenance of sex in structured populations

Author(s): Agrawal, AF; Chasnov, JR

Source: Genetics. , v. 158, (2), 2001, JUN, p. 913917

Turbulent penetrative convection with an internal heat source

Author(s): Chasnov, JR; Tse, KL

Source: Fluid dynamics research. , v. 28, (6), 2001, JUN, p. 397421

Mutation selection balance, dominance and the maintenance of sex

Source: Genetics. , v. 156, (3), 2000, NOV, p. 14191425

The viscousconvective subrange in nonstationary turbulence

Source: Physics of fluids. , v. 10, (5), 1998, MAY, p. 11911205

A FourierHermite pseudospectral method for penetrative convection

Author(s): Tse, KL; Chasnov, JR

Source: Journal of computational physics. , v. 142, (2), 1998, MAY 20, p. 489505

On the decay of twodimensional homogeneous turbulence

Source: Physics of fluids. , v. 9, (1), 1997, JAN, p. 171180

On the decay of inhomogeneous turbulence

Source: Journal of fluid mechanics. , v. 342, 1997, JUL 10, p. 335354

Decaying turbulence in two and three dimensions

Author(s): Chasnov, Jeffrey Robert

Source: Advances in DNS / LES, Greyden Press, Columbus, Ohio. , 1997

Crossover from Two to ThreeDimensional Turbulence

Author(s): Smith, Leslie M. Safford; Chasnov, Jeffrey Robert; Waleffe, Fabian

Source: Physical Review Letters. , v. 77, (12), September 1996, p. 24672470

Some similarity states of stably stratified homogeneous turbulence

Source: Dynamics of atmospheres and oceans. , v. 23, (14), 1996, JAN, p. 183192

Similarity States of Passive Scalar Transport in BuoyancyGenerated Turbulence

Author(s): Chasnov, Jeffrey R.

Source: Physics of fluids. , v. 7, (6), 1995, JUN, p. 14981506

The Decay of Axisymmetrical Homogeneous Turbulence

Author(s): Chasnov, Jeffrey R.

Source: Physics of fluids. , v. 7, (3), 1995, MAR, p. 600605

Similarity states of passive scalar transport in isotropic turbulence

Source: Physics of Fluids. , v. 6, (2), 1994, p. 10361051

Decaying turbulence in a passive mean scalar gradient

Author(s): Chasnov, Jeffrey Robert

Source: Applied Scientific Research. , v. 51, 1993, p. 313–317

Computation of the Loitsianski integral in decaying isotropic turbulence

Source: Physics of Fluids A. , v. 5, (11), 1992, p. 25792581

Homogeneous buoyancygenerated turbulence

Author(s): Batchelor, G.K.; Canuto, V.M.; Chasnov, Jeffrey Robert

Source: J. Fluid Mech.. , v. 235, 1992, p. 349–378

Simulation of the inertialconductive subrange

Author(s): Chasnov, Jeffrey Robert

Source: Physics of Fluids A. , v. 3, (5), 1991, p. 1164–1168

Simulation of the Kolmogorov inertial subrange using an improved subgrid model

Author(s): Chasnov, Jeffrey Robert

Source: Physics of Fluids A. , v. 3, (1), 1991, p. 188–200

Theoretical study of turbulent channel flow: bulk properties, pressure fluctuations, and propagation of electromagnetic waves

Author(s): Canuto, V.M.; Hartke, G.J.; Battaglia, A.; Chasnov, Jeffrey Robert; Albrecht, G.F.

Source: Journal of Fluid Mechanics. , v. 211, 1990, Feb, p. 1–35

Turbulence spectrum of a strongly conductive temperature field in a rapidly stirred fluid

Author(s): Chasnov, Jeffrey Robert; Canuto, V.M.; Rogallo, R.S.

Source: Physics of Fluids A. , v. 1, (10), 1989, p. 1698–1700

Turbulence spectrum of a passive temperature field: results of a numerical simulation

Author(s): Chasnov, Jeffrey Robert; Canuto, V.M.; Rogallo, R.S.

Source: Phys. Fluids. , v. 31, 1988, p. 2065–2067

Turbulent viscosity

Author(s): Canuto, V.M.; Goldman, I.; Chasnov, Jeffrey Robert

Source: Astron. Astrophys.. , v. 200, 1988, p. 291–300

A model for fully developed turbulence

Author(s): Canuto, V.M.; Goldman, I.; Chasnov, Jeffrey Robert

Source: Phys. Fluids. , v. 30, (11), 1987, Nov, p. 3391–3418
Book

Matrix Algebra for Engineers

Author(s): Chasnov, Jeffrey Robert

Source: Matrix Algebra for Engineers. , / Chasnov, Jeffrey Robert. Bookboon.com, 2018

Fibonacci Numbers and the Golden Ratio

Author(s): Chasnov, Jeffrey Robert

Source: Fibonacci Numbers and the Golden Ratio. , /Jeffrey R. Chasnov. London: Bookboon.com, 2016

Differential Equations with YouTube Examples

Author(s): Chasnov, Jeffrey R

Source: Differential Equations with YouTube Examples. , / By Jeffrey R. Chasnov, 2014.

