Examples of 'are invariant' in a sentence
Meaning of "are invariant"
Are invariant: This phrase refers to something that remains unchanged or constant despite varying conditions or factors
How to use "are invariant" in a sentence
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are invariant
In this sense they are invariant or scalar.
They are invariant under rotation.
Periodic external and internal rays are invariant curves.
These theories are invariant under arbitrary coordinate transformations.
Mutable references which act as both sources and sinks are invariant.
These discs are invariant under the action of biholomorphisms.
Topology is considered to be very soft since many concepts are invariant under homotopy.
All the features are invariant to rotation and translation.
Processes due to strong and electromagnetic interactions are invariant under charge conjugation.
The properties are invariant with the print direction.
It is concerned about, for example, what properties are invariant under projection.
All physical theories are invariant under coordinate transformations if formulated properly.
Laws of Physics are invariant.
Free polyiamonds are invariant under reflection as well as translation and rotation.
For ferromagnetic materials, the underlying laws are invariant under spatial rotations.
See also
Are invariant to the choice of.
The singular values of a matrix are invariant under orthogonal transformations.
Are invariant for a Galilean Transformation.
The functions considered are invariant under a suitable automorphisms group.
It 's called homogeneous because it 's the situation where the equations are invariant under scaling.
Verbs are invariant.
Stated otherwise, the characteristics of its transfer function are invariant throughout the frame.
The electromagnets are invariant gap for the production of very intense fields.
For example, objects with translational symmetry are invariant under certain translations.
In fact, they are invariant reference points depending on the corpulence of the patient.
For example, some functions are invariant under translations.
These ratios define the only fixed tones in Pythagorean tuning theory, and they are invariant.
The rules are invariant.
D-branes are invariant under a bigger symmetry group, a full continuous symmetry, called a gauge symmetry.
It is the study of geometric properties that are invariant with respect to projective transformations.
Molecules can have rotational symmetry 5 - in other words, if they spin 72º they are invariant.
With the exception of a few terms they are invariant with respect to certain permutations.
In supersymmetric theories, extremal black holes are often supersymmetric, they are invariant under several supercharges.
The Maxwell equations are invariant under Lorentz transformations.
But when you grow objects like this, the properties are invariant with the print direction.
The equations themselves are invariant under gauge transformation and orientation-preserving symmetries.
This program involves, The study of properties that are invariant under quasi-isometry.
We say central fields are invariant under orthogonal transformations around 0.
Some observations made were that centralized moments are invariant for 2D translations.
In quantum mechanics, Hamiltonians are invariant ( symmetric ) under a parity transformation if P commutes with the Hamiltonian.
The term “ identical nucleotides ” means nucleotides that are invariant or unchanged between two sequences.
Newton 's laws are invariant to change in inertial ( non-accelerating ) reference frames.
The model 's structural equations are invariant from species to species.
I29 and L33 are invariant in VKI and the side groups are oriented inward.
Coordinates of the optical centres C 1 and C 2 that are invariant in terms of the rectification.
Consequently, the calculations are invariant relative to the affine changes of coordinates.
In other words, the underlying laws [ clarification needed ] are invariant under a symmetry transformation.
They are universal, they are invariant and they are not material in nature.
All of these residues except Leu206 are invariant in Chk1 proteins.
The self-similarity processes are invariant in distribution under the time and space scale.
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Examples of using Invariant
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Such a measure is invariant under topological deformations
Invariant measure and the ergodic theorems
A knot polynomial is a knot invariant that is a polynomial
