i can infer

USAGE SUMMARY

The phrase "I can infer" is correct and usable in written English.
You can use it when you want to express that you have drawn a conclusion based on evidence or reasoning. Example: "From the data presented, I can infer that sales will increase in the next quarter."

✓ Grammatically correct

Science

News & Media

Human-verified examples from authoritative sources

Exact Expressions

15 human-written examples

For Gilbert, agent i knows that a proposition E is the case if, and only if, ω ∈ E, that is, E is true, and either i perceives that the state of affairs E describes obtains or i can infer E as a consequence of other propositions i knows, given sufficient inferential capacity.

SEP

James says, "Just let me look at one thing, and I can infer all the rest I've never seen".

The New Yorker

I can infer the organism's subterranean habits from the appearance of those fruiting bodies – the mushrooms themselves – and from the fresher colour in the lawn.

The Guardian

I can infer that there are hidden areas in other people, so that they can't bear to talk of certain things.

The New Yorker

(This is as best as I can infer from census data: the area corresponds to census tract 62.02 in the District of Columbia.

The New York Times

"They can do this because the sort of person you are is largely determined by your social context, so if I can see some of your behaviours, I can infer the rest, just by comparing you to the people in your crowd.

The Guardian - Tech

Human-verified similar examples from authoritative sources

Similar Expressions

44 human-written examples

Recently, we have demonstrated that with high-density SNP data, (i) we can infer recombination breakpoints with high precision (Li et al., 2010); (ii) our algorithm (Li and Li, 2009) can efficiently infer haplotypes and inheritance patterns for large pedigrees; and (iii) in most cases, inheritance can be uniquely determined for large pedigrees with large number of SNPs.

Bioinformatics

Using the definition x p ( i ) : = [ ad 2 ( L ( b p ( i ) ) ) − ad 2 ( L ( c p ( i ) ) ) ] / 4 and verifying x p ( i ) L ( a p ) = x p ( i ) L ( a p + i ) = 0, we can infer that x p ( i ) L ( a q − a q + j ) = 0 holds for all valid q and j.

EPJ Quantum Technology

But I hope we can infer that no deal has been done between the Conservatives and Labour to time publication so as to avoid any embarrassment for either party before next year's election".

The Guardian

I guess we can infer that everything he has said up until that point e.g. the crux of the video, is a joke?

Vice

If we measure the position of Albert's system, the conservation of relative position implies that we can immediately infer the position of Niels'; i.e., we can infer that Niels' system has a determinate position.

SEP

Expert writing Tips

Best practice

Use "i can infer" when you want to clearly state your ability to draw a conclusion based on available information. Make sure the connection between the evidence and your inference is logical and apparent to the reader.

Common error

Avoid using "i can infer" when you are merely assuming something without sufficient evidence. Inference requires a logical connection to supporting information, while assumption relies on personal belief or speculation. Back up your inference with tangible data.

Linguistic Context

The phrase "i can infer" functions as a declarative statement expressing the speaker's ability to draw a logical conclusion from available information. Ludwig AI confirms its correct usage. It's commonly used to explicitly state that a deduction is being made.

Expression frequency: Uncommon

Frequent in

Science

40%

News & Media

40%

Formal & Business

20%

Less common in

Encyclopedias

0%

Wiki

0%

Reference

0%

Ludwig's WRAP-UP

In summary, the phrase "i can infer" is a grammatically correct and usable expression to indicate one's ability to draw a conclusion based on evidence. It is commonly found in science and news media, expressing logical deductions. As Ludwig AI confirms, this phrase is well-regarded. While "i can assume" might imply a conclusion without sufficient evidence, the act of inferring requires a solid and logical rationale. Related phrases include "i can deduce" and "i can conclude", which can be used depending on the specific nuance.

More alternative expressions

Phrases that express similar concepts, ordered by semantic similarity:

i can deduce

Focuses on reaching a conclusion through logical reasoning from given facts.

i can conclude

Emphasizes reaching a final judgment or decision based on the available information.

i am able to infer

Adds formality by using "able to" instead of "can".

i can gather

Highlights collecting and interpreting information to form an understanding.

i can surmise

Implies forming a belief or opinion without having all the facts.

i can ascertain

Stresses the act of finding something out for certain.

i can derive

Highlights the process of obtaining something from a source.

i can deduct

Similar to deduce, but can also imply taking something away.

i can speculate

Suggests forming a theory or conjecture about a subject without firm evidence.

i can assume

Implies accepting something as true without proof.

FAQs

What does "i can infer" mean?

The phrase "i can infer" means that you are able to draw a conclusion or make a deduction based on evidence or reasoning. It expresses your ability to arrive at a logical understanding from given information.

What can I say instead of "i can infer"?

You can use alternatives like "i can deduce", "i can conclude", or "i can gather" depending on the specific nuance you want to convey.

How do I use "i can infer" in a sentence?

You can use "i can infer" to introduce a conclusion you've reached based on provided information. For example, "Based on the data, I can infer that the project will be successful."

What is the difference between "i can infer" and "i can assume"?

"I can infer" means you're drawing a conclusion based on evidence. "I can assume" means you're accepting something as true without proof. Inference requires a logical connection, while assumption does not.