Halphy
- 1
- 0
is this true?
(1/ηαβ∂α∂β)= ηαβ∂α∂β
any help,pls!
(1/ηαβ∂α∂β)= ηαβ∂α∂β
any help,pls!
Inverse of Operator: Is it True?
Join the discussion
Registration is free. Ask a follow-up in this thread, or start your own.
1 reply · 2K views
Discussion
Physics news on Phys.org
- 13,419
- 4,227
Of course not. The inverse of the D'Alembertian is not equal to itself, it's not even a differential operator, but rather a distribution.
Similar threads
How Can I Compute Variable B from Variable A Using Inverse OR Operator?
- Medicol
- · Replies 3 ·
- Programming and Computer Science
- Replies
- 3
Graduate Making sense of Dirac's rotation operator in "General Theory of Relativity"
- Kostik
- · Replies 30 ·
- Special and General Relativity
- Replies
- 30
Graduate D'Alembert operator is commute covariant derivative?
- dhalilsim
- · Replies 3 ·
- Special and General Relativity
- Replies
- 3
Graduate How Do You Calculate the D'Alembert Operator in a Given Metric for GR?
- ChrisJ
- · Replies 9 ·
- Special and General Relativity
- Replies
- 9
Graduate Inverse of an operator does not exist, can't see why
- Elwin.Martin
- · Replies 4 ·
- Special and General Relativity
- Replies
- 4
High School Definition of additive inverse and operation of negation.
- Cicnar
- · Replies 12 ·
- General Math
- Replies
- 12
Graduate What is the inverse of the covariance operator in Brownian motion?
- Heidi
- · Replies 1 ·
- Mechanics
- Replies
- 1
Graduate Calculating the Inverse of Operator L in R^2
- Bimmel
- · Replies 2 ·
- Quantum Physics
- Replies
- 2
Graduate Is the Inverse Momentum Operator an Essential Tool in Quantum Mechanics?
- hilbert2
- · Replies 12 ·
- Quantum Physics
- Replies
- 12
Undergrad Local inverse of non bijective functions
- S123456
- · Replies 9 ·
- Linear and Abstract Algebra
- Replies
- 9