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all: switch to subscript+brace notation for elementary reflectors
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@@ -15,8 +15,8 @@ import (
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// H = I - V * T * V^T if store == lapack.ColumnWise
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// H = I - V^T * T * V if store == lapack.RowWise
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// H is defined by a product of the elementary reflectors where
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// H = H(0) * H(1) * ... * H(k-1) if direct == lapack.Forward
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// H = H(k-1) * ... * H(1) * H(0) if direct == lapack.Backward
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// H = H_0 * H_1 * ... * H_{k-1} if direct == lapack.Forward
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// H = H_{k-1} * ... * H_1 * H_0 if direct == lapack.Backward
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//
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// t is a k×k triangular matrix. t is upper triangular if direct = lapack.Forward
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// and lower triangular otherwise. This function will panic if t is not of
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@@ -25,7 +25,7 @@ import (
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// store describes the storage of the elementary reflectors in v. Please see
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// Dlarfb for a description of layout.
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//
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// tau contains the scalar factors of the elementary reflectors H(i).
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// tau contains the scalar factors of the elementary reflectors H_i.
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//
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// Dlarft is an internal routine. It is exported for testing purposes.
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func (Implementation) Dlarft(direct lapack.Direct, store lapack.StoreV, n, k int,
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