Nahuel L Diaz
@nahuelldiaz.bsky.social
Postdoc at Los Alamos National Laboratory
We prove that CFOs are genuine free operations mapping free states to free states. We also discuss CFOs channels and provide strong numerical evidence that these channels do not increase resources on average, just as in SLOCC!
July 16, 2025 at 6:35 PM
We prove that CFOs are genuine free operations mapping free states to free states. We also discuss CFOs channels and provide strong numerical evidence that these channels do not increase resources on average, just as in SLOCC!
CFOs are defined by a complexification of standard unitary free operations, and extends the intuition of SLOCC to Lie algebraic structures. The "phone call" in fermions for example!
July 16, 2025 at 6:35 PM
CFOs are defined by a complexification of standard unitary free operations, and extends the intuition of SLOCC to Lie algebraic structures. The "phone call" in fermions for example!
In this work we show that QRTs can be defined in terms
of some preferred algebraic structure E that must be
preserved. The free operations follow as automorphisms of E, which in turn leads to natural notions of free states. This unifies so many different QRTs!
of some preferred algebraic structure E that must be
preserved. The free operations follow as automorphisms of E, which in turn leads to natural notions of free states. This unifies so many different QRTs!
July 16, 2025 at 6:35 PM
In this work we show that QRTs can be defined in terms
of some preferred algebraic structure E that must be
preserved. The free operations follow as automorphisms of E, which in turn leads to natural notions of free states. This unifies so many different QRTs!
of some preferred algebraic structure E that must be
preserved. The free operations follow as automorphisms of E, which in turn leads to natural notions of free states. This unifies so many different QRTs!
We prove that CFOs are genuine free operations mapping free states to free states. We also discuss CFOs channels and provide strong numerical evidence that these channels do not increase resources on average, just as in SLOCC!
July 16, 2025 at 6:31 PM
We prove that CFOs are genuine free operations mapping free states to free states. We also discuss CFOs channels and provide strong numerical evidence that these channels do not increase resources on average, just as in SLOCC!
CFOs are defined by a complexification of standard unitary free operations, and extends the intuition of SLOCC to Lie algebraic structures. The "phone call" in fermions for example!
July 16, 2025 at 6:31 PM
CFOs are defined by a complexification of standard unitary free operations, and extends the intuition of SLOCC to Lie algebraic structures. The "phone call" in fermions for example!
In this work we show that QRTs can be defined in terms
of some preferred algebraic structure E that must be
preserved. The free operations follow as automorphisms of E, which in turn leads to natural notions of free states. This unifies so many different QRTs!
of some preferred algebraic structure E that must be
preserved. The free operations follow as automorphisms of E, which in turn leads to natural notions of free states. This unifies so many different QRTs!
July 16, 2025 at 6:31 PM
In this work we show that QRTs can be defined in terms
of some preferred algebraic structure E that must be
preserved. The free operations follow as automorphisms of E, which in turn leads to natural notions of free states. This unifies so many different QRTs!
of some preferred algebraic structure E that must be
preserved. The free operations follow as automorphisms of E, which in turn leads to natural notions of free states. This unifies so many different QRTs!
Great conference at Genoa, Italy about "Time in Quantum Theory" (TIQT)😀
I'll use the ocasion to share my related seminar doi.org/10.52843/cas... on our recent paper "Path Integrals from spacetime quantum actions" (doi.org/10.1016/j.ao...).
The topic? Unifying "Quantum time" and Feynman's approach
I'll use the ocasion to share my related seminar doi.org/10.52843/cas... on our recent paper "Path Integrals from spacetime quantum actions" (doi.org/10.1016/j.ao...).
The topic? Unifying "Quantum time" and Feynman's approach
June 30, 2025 at 12:34 AM
Great conference at Genoa, Italy about "Time in Quantum Theory" (TIQT)😀
I'll use the ocasion to share my related seminar doi.org/10.52843/cas... on our recent paper "Path Integrals from spacetime quantum actions" (doi.org/10.1016/j.ao...).
The topic? Unifying "Quantum time" and Feynman's approach
I'll use the ocasion to share my related seminar doi.org/10.52843/cas... on our recent paper "Path Integrals from spacetime quantum actions" (doi.org/10.1016/j.ao...).
The topic? Unifying "Quantum time" and Feynman's approach