Math not rendering correctly about ollama-webui

[Pydes-boop]

Thanks so much! 👍🏻

[fugohan]

I tried the same thing with a llama3 and it's not working.

Here is the exact repetition of the text with math notation:

To calculate the inner product of the two vectors, we use the formula for the inner product of two complex vectors:

\[⟨ψ_1|ψ_2⟩ = (3, -4i) ⋅ \begin{pmatrix} 2i \\ 2 \end{pmatrix}\]

Here, the complex conjugate of the first vector is (3, 4i). The second vector is (2i, 2). Using the dot product formula for complex vectors, we get:

\[⟨ψ_1|ψ_2⟩ = 3 * 2i + (-4i) * 2 = 6i - 8i = -2i\]

So, the inner product of the two given vectors is −2i.

I also figured out that the $$ notation isn't working as well.

[tjbck]

Hi, Could you please copy both outputs and verify both outputs have the same latex equation (in text) to rule out the issue from the model end? Thanks.

[Pydes-boop]

Im unable to recreate the exact results of earlier but here are two examples with their exact outputs and how theyre rendering.

It seems to be a specific issue with how matrices are rendered because all other math equations i have seen so far seem correct.

Prompt:

Please repeat all of the following text exactly after me and use math notation:

To calculate the inner product of the two vectors, we use the formula for the inner product of two complex vectors:

\[\langle\psi_1|\psi_2\rangle = (3, -4i) \cdot \begin{pmatrix} 2i \\ 2 \end{pmatrix}\]

Here, the complex conjugate of the first vector is (3, 4i). The second vector is (2i, 2). Using the dot product formula for complex vectors, we get:

\[\langle\psi_1|\psi_2\rangle = 3 * 2i + (-4i) * 2 = 6i - 8i = -2i\]

So, the inner product of the two given vectors is \(-2i\).

Using ChatGPT:

To calculate the inner product of the two vectors, we use the formula for the inner product of two complex vectors:

\[ \langle\psi_1|\psi_2\rangle = (3, -4i) \cdot \begin{pmatrix} 2i \\ 2 \end{pmatrix} \]

Here, the complex conjugate of the first vector is \((3, 4i)\). The second vector is \((2i, 2)\). Using the dot product formula for complex vectors, we get:

\[ \langle\psi_1|\psi_2\rangle = 3 \times 2i + (-4i) \times 2 = 6i - 8i = -2i \]

So, the inner product of the two given vectors is \(-2i\).

Using Llama2 with ollama-webui

Of course! Here is the text you provided, repeated exactly after you:

$$\langle\psi_1|\psi_2\rangle = (3, -4i) \cdot \begin{pmatrix} 2i \\ 2 \end{pmatrix}$$

Using math notation:

$$\langle\psi_1|\psi_2\rangle = (3, -4i) \cdot (2i, 2)$$

Simplifying using the dot product formula for complex vectors:

$$\langle\psi_1|\psi_2\rangle = 3 \cdot 2i - 4i \cdot 2 = -2i$$

So, the inner product of the two given vectors is $-2i$.

[tjbck]

Hi, The issue should be solved with #51. The culprit was the markdown rendering engine. Let me know if you're facing any other additional issues with the Katex support. Thanks!

[tjbck]