research
∙
08/01/2023
Functional Continuous Uncertainty Principle
Let (Ω, μ), (Δ, ν) be measure spaces. Let ({f_α}_α∈Ω, {τ_α}_α∈Ω) and ({g...
share
research
∙
07/01/2023
Functional Donoho-Stark Approximate Support Uncertainty Principle
Let ({f_j}_j=1^n, {τ_j}_j=1^n) and ({g_k}_k=1^n, {ω_k}_k=1^n) be two p-o...
research
∙
06/01/2023
Functional Ghobber-Jaming Uncertainty Principle
Let ({f_j}_j=1^n, {τ_j}_j=1^n) and ({g_k}_k=1^n, {ω_k}_k=1^n) be two p-o...
research
∙
04/05/2023
Functional Donoho-Stark-Elad-Bruckstein-Ricaud-Torrésani Uncertainty Principle
Let ({f_j}_j=1^n, {τ_j}_j=1^n) and ({g_k}_k=1^m, {ω_k}_k=1^m) be p-Schau...
research
∙
01/12/2022