RFTSystems commited on
Commit
0ab5d6a
·
verified ·
1 Parent(s): e9b9fb9

Update app.py

Browse files
Files changed (1) hide show
  1. app.py +22 -4
app.py CHANGED
@@ -1,5 +1,5 @@
1
  # ============================================================
2
- # RFT-Ω FRAMEWORK — TOTAL-PROOF API (Gradio Stable Build)
3
  # Author: Liam Grinstead | RFT Systems | All Rights Reserved
4
  # ============================================================
5
 
@@ -76,8 +76,27 @@ def run(profile, dist, sigma, seed, samples):
76
  # ------------------ Gradio Interface ------------------------
77
  with gr.Blocks(title="RFT-Ω Total-Proof Kernel") as demo:
78
  gr.Markdown(
79
- f"### RFT-Ω Total-Proof Kernel ({RFT_VERSION}) \n"
80
- f"DOI: [{RFT_DOI}]({RFT_DOI}) \n{LEGAL_NOTICE}"
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
81
  )
82
 
83
  with gr.Row():
@@ -98,5 +117,4 @@ with gr.Blocks(title="RFT-Ω Total-Proof Kernel") as demo:
98
 
99
  # ------------------ Launch -------------------------------
100
  if __name__ == "__main__":
101
- # Disable SSR for Hugging Face Spaces compatibility
102
  demo.launch(server_name="0.0.0.0", share=False, ssr_mode=False)
 
1
  # ============================================================
2
+ # RFT-Ω FRAMEWORK — TOTAL-PROOF KERNEL (Gradio Stable Build)
3
  # Author: Liam Grinstead | RFT Systems | All Rights Reserved
4
  # ============================================================
5
 
 
76
  # ------------------ Gradio Interface ------------------------
77
  with gr.Blocks(title="RFT-Ω Total-Proof Kernel") as demo:
78
  gr.Markdown(
79
+ f"### 🧠 RFT-Ω Total-Proof Kernel ({RFT_VERSION}) \n"
80
+ f"DOI: [{RFT_DOI}]({RFT_DOI}) \n"
81
+ f"{LEGAL_NOTICE}"
82
+ )
83
+
84
+ # ---- New Instruction Panel ----
85
+ gr.Markdown(
86
+ """
87
+ 🧩 **How to Use:**
88
+ 1️⃣ Select a **System Profile** (AI / Neural, SpaceX / Aerospace, Energy / RHES, Extreme Perturbation).
89
+ 2️⃣ Choose a **Noise Distribution** (gauss or uniform).
90
+ 3️⃣ Adjust **Noise Scale (σ)** to simulate increasing perturbations.
91
+ 4️⃣ Press **Run Simulation** — results display mean QΩ (stability) and ζ_sync (coherence) over several sample runs.
92
+
93
+ ⚙️ **Interpretation:**
94
+ - `Nominal` → Stable harmonic equilibrium
95
+ - `Perturbed` → Transitional / adaptive state
96
+ - `Critical` → Instability threshold reached
97
+
98
+ 🔬 Each run demonstrates Rendered Frame Theory’s capacity for self-stabilisation under synthetic noise.
99
+ """
100
  )
101
 
102
  with gr.Row():
 
117
 
118
  # ------------------ Launch -------------------------------
119
  if __name__ == "__main__":
 
120
  demo.launch(server_name="0.0.0.0", share=False, ssr_mode=False)