Glasseye

Definitions

  • Webster's Revised Unabridged Dictionary
    • Glasseye (Zoöl) A fish of the great lakes; the wall-eyed pike.
    • Glasseye (Far) A species of blindness in horses in which the eye is bright and the pupil dilated; a sort of amaurosis.
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Usage

In literature:

Your eyes are as vapid as the glasseyes of your stuffed fox.
"Ulysses" by James Joyce
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In news:

Posted Mar 3, 2012 4:14 pm by Conor Glassey Filed under: College, Draft Dope, Stock Report.
Posted Aug 7, 2011 12:57 am by Conor Glassey Filed under: Draft Dope, First Person, High School, Showcases.
Posted Aug 9, 2011 3:47 am by Conor Glassey Filed under: Draft Dope, First Person, High School, Showcases.
Posted Aug 3, 2012 3:52 pm by Conor Glassey Filed under: Draft Dope, First Person, High School, Showcases, Sleepers.
Posted Apr 22, 2009 1:50 pm by Conor Glassey Filed under: College.
Posted Oct 21, 2011 10:54 pm by Conor Glassey Filed under: First Person, High School, Perfect Game, Showcases.
Posted May 29, 2010 6:45 pm by Conor Glassey Filed under: Draft Dope, First Person, High School.
Posted Mar 25, 2012 9:29 pm by Conor Glassey Filed under: High School, News.
Posted Sep 2, 2008 1:03 pm by Conor Glassey Filed under: Daily Dish, Short-Season Dish.
Posted Jun 17, 2012 9:34 am by Conor Glassey Filed under: Draft Dope, High School, Perfect Game, Showcases.
Posted Oct 29, 2012 12:18 am by Conor Glassey Filed under: Draft Dope, First Person, High School, Perfect Game, Showcases.
Posted Sep 15, 2008 2:11 pm by Conor Glassey Filed under: Daily Dish, Rookie Leagues Dish.
Posted Oct 28, 2012 1:02 am by Conor Glassey Filed under: Draft Dope, First Person, High School, Perfect Game, Showcases.
Posted Oct 26, 2012 5:14 pm by Conor Glassey Filed under: Draft Dope, First Person, High School, Perfect Game, Showcases.
Posted Oct 31, 2012 9:31 am by Conor Glassey Filed under: Draft Dope, First Person, High School, Perfect Game , Showcases, Video.
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In science:

Glassey, R.: On the asymptotic behavior of nonlinear wave equations.
Uniformly correct multiscale time integrators for highly oscillatory second order differential equations
Glassey, R., Tsutsumi, M.: On uniqueness of weak solutions to semi-linear wave equations.
Uniformly correct multiscale time integrators for highly oscillatory second order differential equations
Glassey, R. T., and Schaeffer, J., “The ‘two and one half dimensional’ relativistic Vlasov-Maxwell system.”, Commun.
Local and global existence theorems for the Einstein equations
Glassey, R. T., and Schaeffer, J., “The relativistic Vlasov-Maxwell system in two space dimensions.
Local and global existence theorems for the Einstein equations
Glassey, R. T., and Schaeffer, J., “The relativistic Vlasov-Maxwell system in two space dimensions.
Local and global existence theorems for the Einstein equations
Glassey, R. T., and Strauss, W., “Asymptotic stability of the relativistic Maxwellian.”, Publ.
Local and global existence theorems for the Einstein equations
In a first step, we suppose a given, with the only assumption to be bounded away from zero, and we give, following Glassey, R.T., [?], the correct formulation of the relativistic Boltzmann equation in f, on a Robertson-Walker space-time.
Global existence of solutions for the Einstein-Boltzmann system with cosmological constant in the Robertson-Walker space-time for arbitrarily large initial data
Glassey, R., T.; Strauss, W., Asymptotic stability of the relativistic Maxwellian.
Global existence of solutions for the Einstein-Boltzmann system with cosmological constant in the Robertson-Walker space-time for arbitrarily large initial data
Glassey, R.: Global solutions to the Cauchy problem for the relativistic Boltzmann equation with near-vacuum data.
Existence of global solutions to the Cauchy problem for the inelastic Boltzmann equation with near-vacuum data
Schaeffer [Sch85] confirmed this for n = 2 and Glassey [Gla81] subsequently proved finite time blow-up for the critical cases p = γ (n − 1), in two and three dimensions.
Global existence without decay for quadratic Klein-Gordon equations
Glassey, On the asymptotic behavior of nonlinear wave equations, Trans.
Global existence without decay for quadratic Klein-Gordon equations
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