AbstractThis paper gives an account of the contributions of Melvin Henriksen and John Isbell to the abstract theory of f-rings and formally real f-rings, with particular attention to the manner in which their work was framed by universal algebra. I describe the origins of the Pierce–Birkhoff Conjecture and present some other unsolved problems suggested by their work
AbstractThe key concept for generalizing the Berlekamp–Massey algorithm is the existence of an order...
Yu. I. Manin conjectured that the maximal abelian extensions of the real quadratic number fields are...
AbstractLet A be a commutative ring with identity. Loday [14] and others have described the multipli...
AbstractThis paper gives an account of the contributions of Melvin Henriksen and John Isbell to the ...
This paper treats the structure of those lattice-ordered rings which are subdirect sums of totally o...
What follows is an incomplete survey of the topic of the title that reflects the biases of the autho...
International audienceThis paper is a step in our program for proving the Piece-Birkhoff Conjecture ...
International audienceThis paper represents a step in our program towards the proof of the Pierce--B...
We show that various combinatorial invariants of matroids such as Chow rings and Orlik--Solomon alge...
The dissertation utilizes the Frobenius endomorphism in positive characteristic to attack several pr...
In this dissertation I examine a definition of real closure of commutative unitary reduced rings. I ...
Includes abstract.Includes bibliographical references (leaves 92-95).This dissertation deals with al...
AbstractThe author selects theorems from three papers co-authored by Mel Henriksen, proves some of t...
Let R be a real closed field. The Pierce-Birkhoff conjecture says that any piecewise polynomial func...
Throughout A denotes an f-ring; that is, a lattice-ordered ring that is a subdirect union of totally...
AbstractThe key concept for generalizing the Berlekamp–Massey algorithm is the existence of an order...
Yu. I. Manin conjectured that the maximal abelian extensions of the real quadratic number fields are...
AbstractLet A be a commutative ring with identity. Loday [14] and others have described the multipli...
AbstractThis paper gives an account of the contributions of Melvin Henriksen and John Isbell to the ...
This paper treats the structure of those lattice-ordered rings which are subdirect sums of totally o...
What follows is an incomplete survey of the topic of the title that reflects the biases of the autho...
International audienceThis paper is a step in our program for proving the Piece-Birkhoff Conjecture ...
International audienceThis paper represents a step in our program towards the proof of the Pierce--B...
We show that various combinatorial invariants of matroids such as Chow rings and Orlik--Solomon alge...
The dissertation utilizes the Frobenius endomorphism in positive characteristic to attack several pr...
In this dissertation I examine a definition of real closure of commutative unitary reduced rings. I ...
Includes abstract.Includes bibliographical references (leaves 92-95).This dissertation deals with al...
AbstractThe author selects theorems from three papers co-authored by Mel Henriksen, proves some of t...
Let R be a real closed field. The Pierce-Birkhoff conjecture says that any piecewise polynomial func...
Throughout A denotes an f-ring; that is, a lattice-ordered ring that is a subdirect union of totally...
AbstractThe key concept for generalizing the Berlekamp–Massey algorithm is the existence of an order...
Yu. I. Manin conjectured that the maximal abelian extensions of the real quadratic number fields are...
AbstractLet A be a commutative ring with identity. Loday [14] and others have described the multipli...
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