Operation with LLM

This image is a diagram titled “Operation with LLM,” showing a system architecture that integrates Large Language Models (LLMs) with existing operational technologies.

The main purpose of this system is to more efficiently analyze and solve various operational data and situations using LLMs.

Key components and functions:

  1. Top Left: “Monitoring Dashboard” – Provides an environment where LLMs can interpret image data collected from monitoring screens.
  2. Top Center: “Historical Log & Document” – LLMs analyze system log files and organize related processes from user manuals.
  3. Top Right: “Prompt for chatting” – An interface for interacting with LLMs through appropriate prompts.
  4. Bottom Left: “Image LLM (multimodal)” – Represents multimodal LLM functionality for interpreting images from monitoring screens.
  5. Bottom Center: “LLM” – The core language model component that processes text-based logs and documents.
  6. Bottom Right:
    • “Analysis to Text” – LLMs analyze various input sources and convert them to text
    • “QnA on prompt” – Users can ask questions about problem situations, and LLMs provide answers

This system aims to build an integrated operational environment where problems occurring in operational settings can be easily analyzed through LLM prompting and efficiently solved through a question-answer format.

With Claude

The Optimization of Parallel Works

The image illustrates “The Optimization of Parallel Works,” highlighting the inherent challenges in optimizing parallel processing tasks.

The diagram cleverly compares two parallel systems:

  • Left side: Multiple CPU processors working in parallel
  • Right side: Multiple humans working in parallel

The central yellow band emphasizes three critical challenges in both systems:

  • Dividing (splitting tasks appropriately)
  • Sharing (coordinating resources and information)
  • Scheduling (timing and sequencing activities)

Each side shows a target/goal at the top, representing the shared objective that both computational and human systems strive to achieve.

The exclamation mark in the center draws attention to these challenges, while the message at the bottom states: “AI Works is not different with Human works!!!!” – emphasizing that the difficulties in coordinating independent processors toward a unified goal are similar whether we’re talking about computer processors or human teams.

The diagram effectively conveys that just as it’s difficult for people to work together toward a single objective, optimizing independent parallel processes in computing faces similar coordination challenges – requiring careful attention to division of labor, resource sharing, and timing to achieve optimal results.

With Claude

Operation with system

Key Analysis of Operation Cost Diagram

This diagram illustrates the cost structure of system implementation and operation, highlighting the following key concepts:

  1. High Initial Deployment Cost: At the beginning of a system’s lifecycle, deployment costs are substantial. This represents a one-time investment but requires significant capital.
  2. Perpetual Nature of Operation Costs: Operation costs continue indefinitely as long as the system exists, making them a permanent expense factor.
  3. Components of Operation Cost: Operation costs consist of several key elements:
    • Energy Cost
    • Labor Cost
    • Disability Cost
    • Additional miscellaneous costs (+@)
  4. Role of Automation Systems: As shown on the right side of the diagram, implementing automation systems can significantly reduce operation costs over time.
  5. Timing of Automation Investment: While automation systems also require initial investment during the early phases, they deliver long-term operation cost reduction benefits, ultimately improving the overall cost structure.

This diagram effectively visualizes the relationship between initial costs and long-term operational expenses, as well as the cost optimization strategy through automation.

With Claude

Add with power

Add with Power: 8-Bit Binary Addition and Energy Transformation

Core Mechanism:

  1. Input: Two 8-energy binary states (both rows ending with 1)
  2. Computation Process: 1+1 = 2 (binary overflow occurs)
  3. Result:
    • Output row’s last bit changed to 0
    • Part of energy converted to heat

Key Components:

  • Two input rows with 8 binary “energies”
  • Computing symbol (+) representing addition
  • A heat generation (?) box marked x8
  • Resulting output row with modified energy state

Fundamental Principle: “All energies must be maintained with continuous energies for no error (no changes without Computing)”

This diagram illustrates:

  • Binary addition process
  • Energy conservation and transformation
  • Information loss during computation
  • Relationship between computation, energy, and heat generation

The visual representation shows how a simple 8-bit addition triggers energy transfer, with overflow resulting in heat production and a modified binary state.

WIth Claude