Baire Category Theorem |
complete |
🧮 |
|
Banach space |
complete |
💡 |
|
banach spaces have all absolutely summable series are summable |
complete |
🧮 |
|
bijective bounded linear operators have bounded linear inverses |
complete |
🧮 |
|
bounded linear operator space is banach |
complete |
💡 |
|
chain |
complete |
💡 |
|
closed graph theorem |
complete |
🧮 |
|
closed subspaces of banach spaces are banach |
complete |
🧮 |
|
complete metric spaces have banach continuous bounded function spaces |
complete |
🧮 |
|
continuity for linear functions |
complete |
🧮 |
|
continuous bounded function space |
complete |
💡 |
|
continuous linear function space |
complete |
💡 |
|
continuous map |
complete |
💡 |
|
finite vector space |
complete |
💡 |
|
Hamel basis |
complete |
💡 |
|
infinity norm for continuous bounded function space |
complete |
💡 |
|
l-p vector space |
complete |
💡 |
|
linear function |
complete |
💡 |
|
maximal element |
complete |
💡 |
|
open mapping theorem |
complete |
🧮 |
|
operator norm |
complete |
💡 |
|
partial order |
complete |
💡 |
|
quotient of a vector space |
complete |
💡 |
|
semi-norm |
complete |
💡 |
|
subspace |
complete |
💡 |
|
summable series |
complete |
💡 |
|
the cartesian product of banach spaces is banach |
complete |
🧮 |
|
uniform boundedness theorem |
complete |
🧮 |
|
upper bound |
complete |
💡 |
|
Zorn's lemma |
complete |
🧮 |
|