Can you check if there are any errors in the collada (.dae) models that I extracted?

Question

I used the Assimp loader in my DirectX 11 engine to open my .dae model files, but it's not functioning correctly.

My team and I don't believe there are any errors in my code, so I asked others for help. They suggested that there might be an issue with the model itself. I will upload the model files, and I would appreciate it if you could let me know if there are any problems with them.

The issues I anticipate are as follows:

Debugging results show that the values of the base vectors are incorrect. The bone information I was manipulating is in local space, so the expected world position, rotation, and base are not being applied correctly.

Model - Google drive

This is the code I used to load the model.

void Model::recursiveProcessBoneMatrix(aiMatrix4x4 matrix, const std::wstring& nodeName)
{
    const ModelNode* modelNode = FindNode(nodeName);
    aiMatrix4x4 transform = modelNode->mTransformation;

    if (mParentModel)
    {
        // Code written to search for nodes with the same name in the model.
        ModelNode* parentModelNode = mParentModel->FindNode(nodeName);
        if (parentModelNode)
        {
            /*
            Set my hierarchy information based on the parent's corresponding node hierarchy.
            Although the model is forced to move to the position of that node, 
            it causes rotation issues.
            */
            Bone* bone = mParentModel->FindBone(nodeName);

            if (bone != nullptr)
            {
                bone = mParentModel->GetBone(bone->mIndex);

                matrix = bone->mLocalMatrix;
            }
        }
    }

    matrix = matrix * transform;


    if (mBoneMap.find(nodeName) != mBoneMap.end())
    {
        Bone* bone = &mBoneMap.find(nodeName)->second;
        aiMatrix4x4 glovalInvers = FindNode(L"Scene")->GetTransformation();

        // bone->mOffsetMatrix - vectex to bonespace (like world, view, projection transform)
        //matrix - transformed martrix from root
        bone->mFinalMatrix = glovalInvers.Inverse() * matrix * bone->mOffsetMatrix;
        bone->mLocalMatrix = matrix;

        mBones[bone->mIndex].mFinalMatrix = bone->mFinalMatrix;
        mBones[bone->mIndex].mLocalMatrix = matrix;
    }

    for (size_t i = 0; i < modelNode->mChilds.size(); ++i)
    {
        recursiveProcessBoneMatrix(matrix, modelNode->mChilds[i]->mName);
    }
}