Bases for Collaboration: Trust, Commitment, and Ethical Rigor

1. Fundamental Principles of Collaboration

The relationship between Müller: Mathematical Solutions and our clients is built on the following pillars:

• Absolute Confidentiality:
  • All information shared by the client (data, business strategies, internal models, and results) will be treated with strict professional secrecy.
  • We are committed to not disclosing, sharing, or using the data provided for purposes unrelated to the agreed-upon project.
• Trust and Transparency:
  • We promote an environment of open and honest communication. We will share the model's progress, mathematical assumptions, and any limitations encountered clearly and directly.
• Ethical Rigor:
  • Our mathematical solutions are based on proven methodologies and professional ethics, ensuring objective and technically sound results.

2. Mutual Commitment (Bilateral Agreements)

The success of the consulting service requires active commitment from both our team and the client:

Müller's Commitment: Mathematical Solutions

"Clear Problem Definition: Deliver an accurate diagnosis and clearly define the scope, objectives, and deliverables of the project before starting work. "Information Provision: Provide timely and accurate access to the data, documentation, and key personnel necessary for building and validating the model."

"Rigorous Methodology: Apply the most advanced mathematical models (Numerical Analysis, Stochastic Models, Optimization) to solve your challenge."

Required Client Commitment

Feedback and Availability: Assign a contact person and provide timely and constructive feedback on progress.

"Delivery of Actionable Solutions: Deliver not only the model or mentoring, but also clear conclusions and practical recommendations." Respect for Agreements: Honor payment deadlines and the terms of confidentiality and use of the agreed deliverables.