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Anderson

In considering the alternatives of weapons plutonium management, it is necessary to estimate the safety for the population and environment. A great deal of attention has been given to this problem in recent years. [Pg.129]

Safety is defined as the absence of factors causing damage to man or the environment. It is a probabilistic value which quantitatively can be expressed in terms of the size of a risk level by an estimation of the probability of different kinds of events and the possible damage from each event (probabilistic analysis of risk). [Pg.129]

All the events, depending on the possible frequency of their occurrence, can be divided into a number of categories anticipated, unlikely, very unlikely, and incredible (Table 1). [Pg.129]

The consequences of events can be catastrophic, heavy, moderate or harmless. It is natural that the largest risks have the most probable incidents with catastrophic or heavy consequences. As is known, some variants of manipulation with weapons plutonium (Fig. 1) are considered now. [Pg.129]

From the position of estimations of risk level for man and the environment, the safest way of manipulating weapons plutonium is its immobilization in stable forms with subsequent burial in geological formations. [Pg.129]


In this monograph we use for g the UNIQUAC model of Abrams (1975) as slightly modified by Anderson (1978)... [Pg.41]

As indicated in Chapter 6, and discussed in detail by Anderson et al. (1978), optimum parameters, based on the maximum-likelihood principle, are those which minimize the objective function... [Pg.67]

The method used here is based on a general application of the maximum-likelihood principle. A rigorous discussion is given by Bard (1974) on nonlinear-parameter estimation based on the maximum-likelihood principle. The most important feature of this method is that it attempts properly to account for all measurement errors. A discussion of the background of this method and details of its implementation are given by Anderson et al. (1978). [Pg.97]

H. H. Storch, H. Golumbic, and R. R. Anderson, The Fischer-Tropsch and Related Systems, Wiley, New York, 1951. [Pg.743]

M. A. Vannice, in Catalysis—Science and Technology, J. R. Anderson and M. Boudart, eds.. Springer-Verlag, New York, 1982. [Pg.753]


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Anderson 2 General Works

Anderson 2000 sampler

Anderson 3 Antipsychotics

Anderson Arrhenius

Anderson Bridgeman study of proteinaceous polysaccharide

Anderson Development Company

Anderson Hamiltonian

Anderson Hamiltonian excitation energies

Anderson Hospital

Anderson Laboratories

Anderson River

Anderson anions

Anderson criterion

Anderson distribution

Anderson equation

Anderson factor

Anderson heteropolyanions

Anderson impactor

Anderson impactors

Anderson impurity

Anderson impurity model

Anderson lattice

Anderson locahzation

Anderson localisation

Anderson localization

Anderson metal-insulator transition

Anderson mine

Anderson model

Anderson moments

Anderson periodic

Anderson phase

Anderson problem

Anderson rearrangement

Anderson row

Anderson s equation

Anderson structure

Anderson thermostat

Anderson transition

Anderson variation with temperature

Anderson, Ann

Anderson, Anthony

Anderson, Arlin

Anderson, Arthur

Anderson, Benedict

Anderson, Carl

Anderson, Cascade

Anderson, Chester

Anderson, Christopher

Anderson, David

Anderson, Edgar

Anderson, Edward

Anderson, Elizabeth Garrett

Anderson, Ernest, and Sands, Lila

Anderson, George

Anderson, Herbert

Anderson, James

Anderson, John

Anderson, Laurens

Anderson, Lindsay

Anderson, Marshall

Anderson, Martin

Anderson, Mary

Anderson, Maxwell

Anderson, Murphy

Anderson, Murray

Anderson, Perry

Anderson, Philip

Anderson, Phillip

Anderson, Robert

Anderson, Steven

Anderson, Todd

Anderson, William

Anderson, carbon chain growth

Anderson-Avery mechanism

Anderson-Darling test

Anderson-Flory-Schultz

Anderson-Flory-Schultz distribution

Anderson-Hamiltonian localization

Anderson-Hubbard Hamiltonian

Anderson-Newns, Hamiltonian

Anderson-Newns-Grimley

Anderson-Newns-Grimley model

Anderson-Schulz-Flory

Anderson-Schulz-Flory distribution model

Anderson-Schulz-Flory product

Anderson-Schulz-Flory product distribution

Anderson-Sleath model

Anderson-Stuart model

Anderson-localized states

Anderson-type cluster

Anderson—Dayem bridge

Anderson’s Model

Anderson’s disease

Anderson’s transition

Angyal, S. J., and Anderson, Laurens

Angyal, S. J., and Anderson, Laurens The Cyclitols

Cancer History at M.D. Anderson Hospital

Conductivity, electronic Anderson model

Disorders Anderson model

Edwards-Anderson model

Effect of the Hubbard U on Anderson localization

Electrons Anderson localization

Fano-Anderson

Fano-Anderson model

Friedel-Anderson

Friedel-Anderson model

Goodenough - Kanamori - Anderson rules

Goodenough-Kanamori-Anderson

Guggenheim-Anderson-De Boer

Guggenheim-Anderson-deBoer

Guggenheim-Anderson-deBoer model

Impactor, Anderson cascade

Interplay Between Heisenberg and Anderson Models

J.M Anderson

Kubo-Anderson process

Leaching Anderson

Leigh-Anderson

Licensing Reform and Price-Anderson

Lyle, R. E., Anderson, P. S., The Reduction

Lyle, R. E., Anderson, P. S., The Reduction of Nitrogen Heterocycles with Complex

M.D. Anderson Hospital, Houston

MD Anderson Cancer Center

McDowell Anderson

McLean and Anderson’s design

Multi-Particle Collision Dynamics with Anderson Thermostat

Newns-Anderson Model

Newns-Anderson resonance

Nitrides as Fischer-Tropsch Catalysts Robert B. Anderson

Periodic Anderson model

Phase transitions Anderson localization

Price-Anderson Act

Price-Anderson Amendment Act

Resonant processes dynamic solution of the Newns-Anderson Hamiltonian

Schulz-Flory-Anderson distribution

Separator Anderson

Single-impurity Anderson model

Summary of Newns-Anderson Approximation in Qualitative Terms

Supersonic Nozzle (Anderson, Andres, Fenn)

The Anderson Problem

The Anderson rearrangement

The Newns-Anderson model

Week-Chandler-Anderson

Weeks-Chandler-Anderson perturbation

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