.. _method-multifidelity_polynomial_chaos-quadrature_order_sequence: """"""""""""""""""""""""" quadrature_order_sequence """"""""""""""""""""""""" Sequence of quadrature orders used in a multi-stage expansion .. toctree:: :hidden: :maxdepth: 1 method-multifidelity_polynomial_chaos-quadrature_order_sequence-dimension_preference method-multifidelity_polynomial_chaos-quadrature_order_sequence-nested method-multifidelity_polynomial_chaos-quadrature_order_sequence-non_nested **Specification** - *Alias:* None - *Arguments:* INTEGERLIST **Child Keywords:** +-------------------------+--------------------+--------------------------+---------------------------------------------+ | Required/Optional | Description of | Dakota Keyword | Dakota Keyword Description | | | Group | | | +=========================+====================+==========================+=============================================+ | Optional | `dimension_preference`__ | A set of weights specifying the realtive | | | | importance of each uncertain variable | | | | (dimension) | +-------------------------+--------------------+--------------------------+---------------------------------------------+ | Optional (Choose One) | Quadrature Rule | `nested`__ | Enforce use of nested quadrature rules if | | | Nesting | | available | | | +--------------------------+---------------------------------------------+ | | | `non_nested`__ | Enforce use of non-nested quadrature rules | +-------------------------+--------------------+--------------------------+---------------------------------------------+ .. __: method-multifidelity_polynomial_chaos-quadrature_order_sequence-dimension_preference.html __ method-multifidelity_polynomial_chaos-quadrature_order_sequence-nested.html __ method-multifidelity_polynomial_chaos-quadrature_order_sequence-non_nested.html **Description** Each level entry of the ``quadrature_order_sequence`` applies to one expansion within a multi-stage expansion. Current multi-stage expansions that support quadrature order sequences include multilevel polynomial chaos, multifidelity polynomial chaos, or multifidelity stochastic collocation expansions. If adaptive refinement is active, then this sequence specifies the starting point for each level within either an individual or integrated refinement approach. A corresponding scalar specification is documented at, e.g., :dakkw:`method-polynomial_chaos-quadrature_order`