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Qiskit

Qiskit

Quantitative Aptitude
4.2
Great

88 comments

5-star
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1-star

Review summary

Based on 88 comments, created with AI

Students overwhelmingly praise this teacher's teacher's experience, teaching quality, study material. Many students highlight has a history of explaining complex topics (quantum co...

What students talk about most

Teacher's Experience

The teacher demonstrates significant experience in explaining complex technical subjects to diverse ...

Teaching Quality

The teacher excels at making complex topics accessible, engaging, and providing foundational underst...

Study Material

The study materials are generally well-structured, provide valuable foundational insights, and inclu...

Teacher Personality

The teacher is perceived as clear, engaging, and inspiring, effectively conveying enthusiasm for the...

Evaluation breakdown

Teaching Quality4.0
Nice brief explanation, better than overhyped analogies.
Provides foundational understanding, connecting to linear algebra.
Engaging and inspiring, making students eager to learn.
Tutorials are easy to grasp and clarify subtle points.
Perceived as 'nibbling at the edges' or lacking depth by some.
Simplifications (e.g., parity checking) are seen as not extrapolatable or trivial.
Difficulty in understanding specific complex concepts like CNOT gate logic.
Teacher's Experience4.5
Has a history of explaining complex topics (Quantum Computers) to a broad audience.
Recognized for producing 'brilliant' and 'best' presentations on the channel.
Study Material4.0
Includes refreshers for prerequisite knowledge like linear algebra.
Highlights key foundational sentences and concepts.
Videos are considered 'perfect' for independent study.
Provides an 'Excellent list of best reading' for further learning.
Content might be seen as 'nibbling at the edges' or not deep enough for some.
Examples (e.g., parity checking) are criticized as rudimentary or oversimplified.
Doubt Support3.0
One student explicitly states 'I don't understand the CNOT gate logic' after trying multiple times.
Tests & Practice3.0
Flexibility3.0
Fees vs Value3.0
Teacher Personality4.0
Avoids overhyping and uses logical explanations.
Engaging and inspiring, fostering enthusiasm for the subject.
Tutorials are consistently easy to grasp, indicating a clear communication style.

Top Strengths

1. Clarity and conciseness in explaining complex topics.

2. Ability to make the subject engaging and inspiring for students.

3. Providing strong foundational understanding and supplementary resources.

Areas to Improve

1. Addressing depth for advanced learners and avoiding oversimplification of complex concepts.

2. Improving explanations for particularly challenging topics like CNOT gate logic.

3. Potentially offering more explicit doubt support mechanisms.

What students love

Just now I watched the video on Quantum Computers uploaded 3 years ago by Cleo Abram and Marques Brownlee, where you explained them how it works, now we're learning how to use it. My day can't get any better.

4 likes

Nice brief explanation. Better than folks at Google who just overhype things by making illogical analogies.

3 likes

Along with the refresh for linear algebra, the most important sentence for me is: 'A gate acts on a state by transforming its vector into a new vector. Each gate corresponds to a specific matrix.'

3 likes

Looks like I’m going to be learning quantum computing and won’t miss a single lesson.

1 likes

Quantum computing is mind-blowing — the future of problem-solving starts here!

1 likes

This video is perfect. I am doing a Quantum Computing Independent Study at UVA.

An Excellent list of best reading for students and teachers of Physics, Science and Engineering topics. Thank You!

What a brilliant presentation. Probably one of a kind — certainly the best you’ve done on that channel.

This was very informative, appreciate it.

Nice tutorial, Olivia's tutorials are always easy to grasp. I learned about the global minus sign which does not change the physical quantum state.

What could be better

This is nibbling at the edges or crumb-gathering at the limits of computation.

These are elaborate games to give 'computer scientists' something to keep them busy.

Your rudimentary description of parity checking is not extrapolatable to quantum qubits; it's a trivial example to express an impossible overextension.

Several times I've tried to engage with IBM's Q computer stuff... never got anywhere. This shouldn't be hard, but I don't understand the CNOT gate logic.

Had a class with Qiskit?