matrix cannot be

USAGE SUMMARY

The phrase "matrix cannot be" is correct and usable in written English.
It can be used in contexts discussing mathematical concepts, computer science, or theoretical frameworks where a matrix is being evaluated or defined. Example: "In this scenario, the matrix cannot be singular if we want to find a unique solution."

✓ Grammatically correct

Science

Human-verified examples from authoritative sources

Exact Expressions

28 human-written examples

Thus the function of SMAs inside the matrix cannot be fully utilized.

Materials & Design

Simulation results show that at high angular end-effector velocities, the contribution of the wrench transformation matrix cannot be ignored.

Robotics and Autonomous Systems

However multivariate extensions of this test have not been designed yet and plant data matrix cannot be performed efficiently or without bias.

Ecological Informatics

Consequently, optimal designs maximizing some functional of the information matrix cannot be implemented directly but require some preliminary knowledge about the unknown parameters.

Journal of Statistical Planning and Inference

This mainly is because that the information matrix cannot be fully determined at the design stage, making it difficult to evaluate the quality of the selected designs.

NeuroImage

In naturally fractured reservoirs, spontaneous capillary imbibition is an important recovery mechanism since waterflooding of the disjointed matrix cannot be accomplished by forced displacement.

Journal of Petroleum Science and Engineering

Human-verified similar examples from authoritative sources

Similar Expressions

32 human-written examples

The free volume provides the primary effect on the polarized light-induced anisotropy, but the local polarity effect of matrices cannot be ignored for the anisotropy of DO3.

Polymer

While the notation for adding weighting matrices has been previously introduced, typical strategies for developing weighting matrices cannot be applied to the HBID method since the variance structure of each observation is identical.

Journal of Sound and Vibration

If the non-proportional parts of the relevant matrices cannot be neglected, a fast converging iterative procedure allows one to plot the Campbell diagram in a fraction of the time needed by the usual techniques.

Journal of Sound and Vibration

Thus, these two variance matrices cannot be estimated simultaneously.

The Journal of Global Positioning Systems

Consequently, the Kalman filter (KF) [2, 3] or its nonlinear extensions [4, 5] that require the storage and processing of n×n covariance matrices cannot be applied directly.

EURASIP Journal on Advances in Signal Processing

Expert writing Tips

Best practice

When using "matrix cannot be" in scientific writing, ensure the statement is precise and supported by evidence. Clearly define the properties or conditions that prevent the matrix from existing in a certain state.

Common error

Avoid using "matrix cannot be" as a blanket statement without specifying the conditions or properties that lead to this impossibility. Provide context and justification to support your claim.

Linguistic Context

The phrase "matrix cannot be" functions as a declarative statement expressing an impossibility or constraint related to the state or properties of a matrix, which is often used in technical and mathematical contexts. Ludwig AI confirms the phrase's correctness.

Expression frequency: Common

Frequent in

Science

100%

Less common in

News & Media

0%

Formal & Business

0%

Academia

0%

Ludwig's WRAP-UP

The phrase "matrix cannot be" is a grammatically sound and commonly used expression, particularly within scientific and technical fields. Ludwig AI validates its correctness, and its use is widespread in academic publications and research. It serves to state an impossibility or constraint regarding the state or properties of a matrix. When using this phrase, ensure precision and provide sufficient context. Common errors include overgeneralization without specific justification. Alternatives include phrases like "matrix is not able to be" or "matrix must not be". The primary context for this phrase is Science, emphasizing its technical nature.

More alternative expressions

Phrases that express similar concepts, ordered by semantic similarity:

matrix is not able to be

Replaces "cannot" with "is not able to", emphasizing the inability.

matrix is impossible to be

Substitutes "cannot" with "is impossible to", highlighting infeasibility.

matrix is not possible to be

Similar to "impossible", this phrase emphasizes the lack of possibility.

matrix fails to be

Replaces "cannot be" with "fails to be", indicating a lack of success in achieving a state.

matrix is precluded from being

Uses a more formal tone, suggesting that something prevents the matrix from being in a certain state.

matrix is excluded from being

Similar to 'precluded', this emphasizes exclusion from a set of possibilities.

matrix does not allow being

Focuses on the matrix's properties restricting a specific state.

matrix is restricted from being

Highlights constraints or limitations on the matrix's possible states.

matrix must not be

Expresses a prohibition or requirement against the matrix being in a certain state.

matrix should not be

Suggests a recommendation against the matrix being in a particular state.

FAQs

How to use "matrix cannot be" in a sentence?

The phrase "matrix cannot be" is used to express an impossibility or a constraint on the state of a matrix. For example, "The matrix cannot be singular for the system to have a unique solution."

What can I say instead of "matrix cannot be"?

You can use alternatives like "matrix is not able to be", "matrix is impossible to be", or "matrix must not be" depending on the context.

Which is correct, "matrix cannot be" or "matrix must not be"?

Both phrases are grammatically correct, but they convey different meanings. "Matrix cannot be" indicates an impossibility, while "matrix must not be" expresses a prohibition or requirement.

What's the difference between "matrix cannot be" and "matrix is not"?

"Matrix cannot be" implies an inherent impossibility or constraint, whereas "matrix is not" simply states that the matrix does not currently possess a particular property or state. For instance, "The matrix cannot be inverted" suggests a fundamental limitation, while "The matrix is not symmetric" is a descriptive statement.