Position Components for Adjustments with Valuations

The handling of position components for adjustments to a valuation depends on the holding category.

Valuation of non-monetary positions
  • Non-realized gains and non-realized losses are position components in the subledger of Transaction Manager .

    They can be positive or negative.

  • The value adjustment is managed on the following position components :

    • Gains value adjustment

    • Losses value adjustment

  • The gains value adjustment adjusts the non-realized gains and the losses value adjustment adjusts the non-realized losses.

    Note:

    The gains and losses value adjustment can both be positive and negative.

  • Value adjustment (VAD) = Gains value adjustment + Losses value adjustment

    OCI (P-GAAP) = OCI (H-GAAP) – value adjustment

    Rules for calculating the clearing components for valuations of non-monetary positions:

    Case 1

    Case 2

    Case 3

    Case 4

    Case 5

    Case 6

    OCI (H-GAAP) ≥ 0

    OCI (H-GAAP) < 0

    VAD > 0

    VAD ≤ 0

    VAD < 0

    VAD ≥ 0

    VAD ≤OCI (H-GAAP)

    VAD >OCI (H-GAAP)

    VAD ≤OCI (H-GAAP)

    VAD >OCI (H-GAAP)

    Position Components

    VAD Gains

    VAD

    OCI (H-GAAP)

    VAD

    0

    VAD – OCI (H-GAAP)

    0

    VAD losses

    0

    VAD – OCI (H-GAAP)

    0

    VAD

    OCI (H-GAAP)

    VAD

    Calculation of Delta VADS (Flows)

    VAD Gains

    + VAD losses (old)

    + OCI (H-GAAP) – VAD Gains (old)

    + VAD losses (old)

    - VAD gains (old)

    + VAD losses (old) - OCI (H-GAAP)

    - VAD gains (old)

    VAD losses

    - VAD losses (old)

    + VAD Gains (old) – OCI (H-GAAP)

    - VAD losses (old)

    + VAD gains (old)

    + OCI (H-GAAP) – VAD losses (old)

    + VAD gains (old)

    Example

    Example

    Example

    Example

    Example

    Example

Valuation of monetary positions

The maturity of the valuation of monetary positions is similar to the valuation of non-monetary positions . After the named valuation steps, a linear amortization process also takes place.