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1.
Panoptikon gözün iktidarı =b Panoptikon : vart gjennomsiktige samfunn
Panoptikon gözün iktidarı =b Panoptikon : vart gjennomsiktige samfunn
by
Apenes, Georg.
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Books
2.
On the numerical solution of the Boussinesq equations
On the numerical solution of the Boussinesq equations
by
Pedersen, Geir.
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3.
Growth properties of the rational solutions of the second order algebraic differential equation
Growth properties of the rational solutions of the second order algebraic differential equation
by
Gorbusov, V. N.
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4.
Wave forces on three-dimensional floating bodies with small forward speed
Wave forces on three-dimensional floating bodies with small forward speed
by
Nossen, Jan.
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5.
A weak solution concept with applications to elliptic stochastic partial differential equations
A weak solution concept with applications to elliptic stochastic partial differential equations
by
Uboe, Jan.
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Books
6.
Construction of general forms of second order ordinary differential equations with known solutions
Construction of general forms of second order ordinary differential equations with known solutions
by
Samodurov, A. A.
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7.
An application of reflected diffusions to the problem of choosing between hydro and thermal power generation
An application of reflected diffusions to the problem of choosing between hydro and thermal power generation
by
Kobila, T.O.
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Books
8.
The high contact principle in optimal stopping and stochastic waves
The high contact principle in optimal stopping and stochastic waves
by
Oksendal, Bernt.
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Books
9.
Fractional Brownian fields as integrals of white noise
Fractional Brownian fields as integrals of white noise
by
Lindstrom, Tom.
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10.
Brownian motion on nested fractals
Brownian motion on nested fractals
by
Lindstrom, Tom.
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11.
A characterization of balanced rational normal scrolls in terms of their osculating space
A characterization of balanced rational normal scrolls in terms of their osculating space
by
Piene, Ragni.
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Books
12.
A numerical method for a system of equations modelling one-dimensional three-phase flow in a porous medium
A numerical method for a system of equations modelling one-dimensional three-phase flow in a porous medium
by
Gimse, Tore.
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Grue, John.
(6)
Oksendal, Bernt.
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Palm, Enok.
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University of Oslo. Institute of Mathematics.
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Bertelsen, Arnold F.
(3)
Pedersen, Geir.
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Holden, Lars.
(2)
Lindstrom, Tom.
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Samodurov, A. A.
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University of Oslo. Department of Mathematics.
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Apenes, Georg.
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Banuelos, R.
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Barricelli, Nils Aall.
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Fenstad, Jens Erik.
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Gimse, Tore.
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Gorbusov, V. N.
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Hoegh-Krohn, Raphael.
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Kvalheim, Arve.
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Lindström, Tom L., author.
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Mo, Asbjorn.
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Nossen, Jan.
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Oksendal, B.
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Piene, Ragni.
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Risebro, Nils Henrik.
(1)
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Skogen, Ketil.
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Tai, Hsin-sheng.
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Uboe, Jan.
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University of Oslo.
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University of Oslo. Instute of Mathematics.
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University of Oslo. Instıtute of Mathematics.
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Wave-motion, Theory of.
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Brownian motion processes.
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Conservation laws (Mathematics) -- Numerical solutions.
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Differential equations, Elliptic.
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Computer security.
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Data protection.
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Nonlinear wave equations.
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Nonstandard mathematical analysis.
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Optimal stopping(Mathematical statistics)
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Oscillations.
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Particles (Nuclear physics) -- Mathematics.
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Science -- Mathematics
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Stochastic integrals.
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Surface waves -- Mathematical models.
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Water currents
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Water waves -- Mathematical models
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