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Pseudo-Boolean Methods for Bivalent Programming: Lecture at the First European Meeting of the Institute of Management Sciences and of the Econometric Institute, Warsaw, September 2-7 1966

1, 1966

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Pseudo-Boolean Methods for Bivalent Programming: Lecture at the First European Meeting of the Institute of Management Sciences and of the Econometric Institute, Warsaw, September 2-7 1966

1966 edition., 2006

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Equations in the algebra of logic

Proceedings - International Symposium on Multiple-Valued Logic, 2002, p.2-8

Rudeanu, S.

2002

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A graph-theoretical approach to Boolean interpolation of non-Boolean functions

Proceedings. 34th International Symposium on Multiple-Valued Logic, 2004, p.245-250

2004

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Algebraic Methods Versus Map Methods Of Solving Boolean Equations

International journal of computer mathematics, 2003-07, Vol.80 (7), p.815-817

Rudeanu, Sergiu

2003

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Lukasiewicz-Moisil Algebras

1, 1991

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On quadratic Boolean equations: Fuzzy relations. II

Fuzzy sets and systems, 1995, Vol.75 (2), p.209-213

RUDEANU, S

1995

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On quadratic Boolean equations

Fuzzy sets and systems, 1995-10, Vol.75 (2), p.209-213

Rudeanu, Sergiu

1995

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On the Ranges of Algebraic Functions in Lattices - A Preliminary Report

36th International Symposium on Multiple-Valued Logic (ISMVL'06), 2006, p.7-7

2006

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An Algebraic Approach to Boolean Equations

IEEE transactions on computers, 1974-02, Vol.C-23 (2), p.206-207

Rudeanu, S.

1974

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Unique solutions of Boolean ring equations

Discrete mathematics, 1993-11, Vol.122 (1), p.381-383

Rudeanu, Sergiu

1993

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Linear Boolean equations and generalized minterms

Discrete mathematics, 1983, Vol.43 (2), p.241-248

Rudeanu, Sergiu

1983

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Nonlinear pseudo-boolean equations and inequalities

Pseudo-Boolean Methods for Bivalent Programming, 2006, p.57-84

2006

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Fractional bivalent programming

Pseudo-Boolean Methods for Bivalent Programming, 2006, p.115-120

2006

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Minimization of pseudo-Boolean functions

Pseudo-Boolean Methods for Bivalent Programming, 2006, p.85-114

2006

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Linear pseudo-boolean equations and inequalities

Pseudo-Boolean Methods for Bivalent Programming, 2006, p.7-56

2006

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E. J. McCluskeyJr., and H. Schorr. Essential multiple-output prime implicants. Proceedings of the Symposium on Mathematical Theory of Automata, New York, N.Y., April 24, 25, 26, 1962, Microwave Research Institute Symposia series vol. 12, Polytechnic Press of the Polytechnic Institute of Brooklyn, Brooklyn, N.Y., 1963, pp. 437–457

The Journal of symbolic logic, 1970-09, Vol.35 (3), p.483-483

Rudeanu, S.

1970

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Eugen Mihăilescu. Formele normale ale functorilor logicei clasice (Formules normales des foncteurs de la logique classique). Roumanian with Russian and French summaries. Studii şi cercetări matematice, vol. 10 (1959), pp. 117–144

The Journal of symbolic logic, 1970-09, Vol.35 (3), p.465-465

Rudeanu, S.

1970

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W. V. Quine. On cores and prime implicants of truth functions. Selected logic papers, Random House, New York1966, pp. 164–171. (Reprinted from The American mathematical monthly , vol. 66 (1959), pp. 755–760.)

The Journal of symbolic logic, 1970-06, Vol.35 (2), p.329-330

Rudeanu, S.

1970

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M. A. Gavrilov. Sovréménnoé sostoánié téorii réléjnyh ustrojstv (The present state of the theory of relay circuits). Strukturnaá téoriá réléjnyh ustrojstv, Izdatél′stvo Akadémii Nauk, SSSR, Moscow1963, pp. 5–73

The Journal of symbolic logic, 1969-11, Vol.34 (3), p.511-512

Rudeanu, S.

1969

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Square Roots and Functional Decompositions of Boolean Functions

IEEE transactions on computers, 1976-05, Vol.C-25 (5), p.528-532

Rudeanu

1976

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Aksjomatyzacja pewnych problemów minimalizacji

Studia logica, 1967-12, Vol.20 (1), p.61-61

Rudeanu, S.

1967

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Review: Eugen Mihailescu, Formele Normale ale Functorilor Logicei Clasice

The Journal of symbolic logic, 1970, Vol.35 (iss. 3), p.465-465

Rudeanu, S

1970

Volltextzugriff (PDF)

Review: E. J. McCluskey, H. Schorr, Essential Multiple-Output Prime Implicants

The Journal of symbolic logic, 1970, Vol.35 (iss. 3), p.483-483

Rudeanu, S

1970

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Review: W. V. Quine, On Cores and Prime Implicants of Truth Functions

The Journal of symbolic logic, 1970, Vol.35 (iss. 2), p.329-330

Rudeanu, S

1970

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Pseudo-Boolean Methods for Bivalent Programming: Lecture at the First European Meeting of the Institute of Management Sciences and of the Econometric Institute, Warsaw, September 2-7 1966

Pseudo-Boolean Methods for Bivalent Programming: Lecture at the First European Meeting of the Institute of Management Sciences and of the Econometric Institute, Warsaw, September 2-7 1966

Equations in the algebra of logic

A graph-theoretical approach to Boolean interpolation of non-Boolean functions

Algebraic Methods Versus Map Methods Of Solving Boolean Equations

Lukasiewicz-Moisil Algebras

On quadratic Boolean equations: Fuzzy relations. II

On quadratic Boolean equations

On the Ranges of Algebraic Functions in Lattices - A Preliminary Report

An Algebraic Approach to Boolean Equations

Unique solutions of Boolean ring equations

Linear Boolean equations and generalized minterms

Nonlinear pseudo-boolean equations and inequalities

Fractional bivalent programming

Minimization of pseudo-Boolean functions

Linear pseudo-boolean equations and inequalities

Eugen Mihăilescu. Formele normale ale functorilor logicei clasice (Formules normales des foncteurs de la logique classique). Roumanian with Russian and French summaries. Studii şi cercetări matematice, vol. 10 (1959), pp. 117–144

W. V. Quine. On cores and prime implicants of truth functions. Selected logic papers, Random House, New York1966, pp. 164–171. (Reprinted from The American mathematical monthly , vol. 66 (1959), pp. 755–760.)

M. A. Gavrilov. Sovréménnoé sostoánié téorii réléjnyh ustrojstv (The present state of the theory of relay circuits). Strukturnaá téoriá réléjnyh ustrojstv, Izdatél′stvo Akadémii Nauk, SSSR, Moscow1963, pp. 5–73

Square Roots and Functional Decompositions of Boolean Functions

Aksjomatyzacja pewnych problemów minimalizacji

Review: Eugen Mihailescu, Formele Normale ale Functorilor Logicei Clasice

Review: E. J. McCluskey, H. Schorr, Essential Multiple-Output Prime Implicants

Review: W. V. Quine, On Cores and Prime Implicants of Truth Functions

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