Add to ORKGIt is shown that every bounded, unital linear mapping that preserves elements of square zero from a C*-algebra of real rank zero and without tracial states into a Banach algebra is a Jordan homomorphism
We give a complete representation of a ring homomorphism from a unital semisimple regular commutativ...
Let , and let be two rings. An additive map is called -Jordan homomorphism if for all . In...
AbstractIt is shown that every unital surjective linear map between J-subspace lattice algebras whic...
Abstract. Let θ: A → B be a zero-product preserving bounded linear map between C*-algebras. Here nei...
In 1996, Harris and Kadison posed the following problem: show that a linear bijection between C∗-alg...
In 1996, Harris and Kadison posed the following problem: show that a linear bijection between C∗-alg...
We show that every unital linear bijection which preserves the maximal left ideals from a semi-simpl...
Let A and B be C*-algebras. A linear map T : A → B is said to be a*-homomorphism at an element z ∈ A...
AbstractLet A and B be unital semisimple Banach algebras. If ϕ:M2(A)→B is a bijective spectrum-prese...
For Banach algebras A and B, we show that if U=A×B is unital and commutative, each bi-Jordan homomor...
AbstractLet A and B be unital Banach algebras with B semisimple. Is every surjective unital linear i...
Abstract. A linear mapping T from a Banach algebra into another Banach algebra is called spectrally ...
We prove that a Jordan homomorphism from a Banach algebra into a semisimple com-mutative Banach alge...
AbstractLet ϕ be a zero-product preserving bijective bounded linear map from a unital algebra A onto...
In this paper, we give a characterization of strongly Jordan zero-product preserving maps on normed ...
We give a complete representation of a ring homomorphism from a unital semisimple regular commutativ...
Let , and let be two rings. An additive map is called -Jordan homomorphism if for all . In...
AbstractIt is shown that every unital surjective linear map between J-subspace lattice algebras whic...
Abstract. Let θ: A → B be a zero-product preserving bounded linear map between C*-algebras. Here nei...
In 1996, Harris and Kadison posed the following problem: show that a linear bijection between C∗-alg...
In 1996, Harris and Kadison posed the following problem: show that a linear bijection between C∗-alg...
We show that every unital linear bijection which preserves the maximal left ideals from a semi-simpl...
Let A and B be C*-algebras. A linear map T : A → B is said to be a*-homomorphism at an element z ∈ A...
AbstractLet A and B be unital semisimple Banach algebras. If ϕ:M2(A)→B is a bijective spectrum-prese...
For Banach algebras A and B, we show that if U=A×B is unital and commutative, each bi-Jordan homomor...
AbstractLet A and B be unital Banach algebras with B semisimple. Is every surjective unital linear i...
Abstract. A linear mapping T from a Banach algebra into another Banach algebra is called spectrally ...
We prove that a Jordan homomorphism from a Banach algebra into a semisimple com-mutative Banach alge...
AbstractLet ϕ be a zero-product preserving bijective bounded linear map from a unital algebra A onto...
In this paper, we give a characterization of strongly Jordan zero-product preserving maps on normed ...
We give a complete representation of a ring homomorphism from a unital semisimple regular commutativ...
Let , and let be two rings. An additive map is called -Jordan homomorphism if for all . In...
AbstractIt is shown that every unital surjective linear map between J-subspace lattice algebras whic...
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