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The image captures a top-down, angled view of a spiral-bound notebook open on a light-colored surface, likely a desk or table. A hand with dark nail polish (possibly dark blue or black) is visible in the lower center, holding down the notebook.

The notebook contains handwritten notes in blue ink, with some headings and highlights in red ink. The notes appear to be related to physics or mathematics, specifically quantum mechanics, with discussions on "Parity of the wave function" (Parity της κυματοσυνάρτησης) and "Spherical Coordinates" (Σφαιρικές Συντεταγμένες).

**Visible text and diagrams in the notebook include:**

*   **Top left:** A diagram of a 3D Cartesian coordinate system with axes x, y, z, showing a point P and its reflection -P (indicated by P' in the diagram).
*   **Headings/Sections:**
    *   "Parity της κυματοσυνάρτησης" (Parity of the wave function)
    *   "Αναστροφή χώρου" (Space inversion)
    *   "Σφαιρικές Συντεταγμένες" (Spherical Coordinates)
    *   "Με αντιστροφή του χώρου έπαιρνε τα εξής" (With space inversion, we get the following)
*   **Equations and formulas:**
    *   `V(r) → V(-r)`
    *   `P → -P`
    *   `H = P²/2m + V(r)`
    *   `|Ψ(-r)|² = |Ψ(r)|²`
    *   `n=+1 ↔ Ψ(-r) = +Ψ(r)`
    *   `n=-1 ↔ Ψ(-r) = -Ψ(r)`
    *   `Ψ(r) = Ψ(r, θ, φ)` (This appears to be the correct interpretation of the symbols)
    *   `x = rsinθcosφ`
    *   `y = rsinθsinφ`
    *   `z = rcosθ`
*   **Inversion of spherical coordinates:**
    *   `r → r`
    *   `θ → π-θ`
    *   `φ → π+φ`
*   **Inversion of Cartesian coordinates:**
    *   `r → -r, x→-x`
    *   `{y→-y, z→-z}`
*   **Greek explanatory text:**
    *   "προκύπτων από φυσική απαίτηση" (resulting from physical requirement)
    *   "* Η parity διατηρείται πάντα. Το αρχικό σύστημα και το τελικό σύστημα έχουν πάντα ίδια parity. Είναι προϋπόθεση για να καταλάβω αν παραβιάζεται το σύστημά μου." (Parity is always conserved. The initial system and the final system always have the same parity. It is a prerequisite to understand if my system is violated.)
*   **Lower center:** A diagram illustrating spherical coordinates (r, θ, φ) in a 3D space, showing point P and its projection onto the xy-plane.

**Other objects in the image:**

*   A red ballpoint pen rests on the top edge of the notebook.
*   A blue gel pen, identified as "PILOT BL-G2-7-L" from the text on its barrel, lies partially on the notebook and partially on the table.
*   In the upper left background, a wooden surface with the Greek name "ΚΩΣΤΑ" (KOSTA) carved or written into it is visible.
*   To the left of the notebook, a green pencil and a blue pencil sharpener are partially visible.

The scene suggests a study or classroom environment, with notes being taken or reviewed. The lighting is bright and even.
FM-nSho83

Nov 19, 2024

Zografou, Greece

Stake attention in this memory

The image captures a top-down, angled view of a spiral-bound notebook open on a light-colored surface, likely a desk or table. A hand with dark nail polish (possibly dark blue or black) is visible in the lower center, holding down the notebook. The notebook contains handwritten notes in blue ink, with some headings and highlights in red ink. The notes appear to be related to physics or mathematics, specifically quantum mechanics, with discussions on "Parity of the wave function" (Parity της κυματοσυνάρτησης) and "Spherical Coordinates" (Σφαιρικές Συντεταγμένες). **Visible text and diagrams in the notebook include:** * **Top left:** A diagram of a 3D Cartesian coordinate system with axes x, y, z, showing a point P and its reflection -P (indicated by P' in the diagram). * **Headings/Sections:** * "Parity της κυματοσυνάρτησης" (Parity of the wave function) * "Αναστροφή χώρου" (Space inversion) * "Σφαιρικές Συντεταγμένες" (Spherical Coordinates) * "Με αντιστροφή του χώρου έπαιρνε τα εξής" (With space inversion, we get the following) * **Equations and formulas:** * `V(r) → V(-r)` * `P → -P` * `H = P²/2m + V(r)` * `|Ψ(-r)|² = |Ψ(r)|²` * `n=+1 ↔ Ψ(-r) = +Ψ(r)` * `n=-1 ↔ Ψ(-r) = -Ψ(r)` * `Ψ(r) = Ψ(r, θ, φ)` (This appears to be the correct interpretation of the symbols) * `x = rsinθcosφ` * `y = rsinθsinφ` * `z = rcosθ` * **Inversion of spherical coordinates:** * `r → r` * `θ → π-θ` * `φ → π+φ` * **Inversion of Cartesian coordinates:** * `r → -r, x→-x` * `{y→-y, z→-z}` * **Greek explanatory text:** * "προκύπτων από φυσική απαίτηση" (resulting from physical requirement) * "* Η parity διατηρείται πάντα. Το αρχικό σύστημα και το τελικό σύστημα έχουν πάντα ίδια parity. Είναι προϋπόθεση για να καταλάβω αν παραβιάζεται το σύστημά μου." (Parity is always conserved. The initial system and the final system always have the same parity. It is a prerequisite to understand if my system is violated.) * **Lower center:** A diagram illustrating spherical coordinates (r, θ, φ) in a 3D space, showing point P and its projection onto the xy-plane. **Other objects in the image:** * A red ballpoint pen rests on the top edge of the notebook. * A blue gel pen, identified as "PILOT BL-G2-7-L" from the text on its barrel, lies partially on the notebook and partially on the table. * In the upper left background, a wooden surface with the Greek name "ΚΩΣΤΑ" (KOSTA) carved or written into it is visible. * To the left of the notebook, a green pencil and a blue pencil sharpener are partially visible. The scene suggests a study or classroom environment, with notes being taken or reviewed. The lighting is bright and even.

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FM-nSho83

Nov 19, 2024

Zografou, Greece

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