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The Shift Operator

1996
We now turn our attention to the study of a special class of transformations, namely shift operators. These will turn out later to serve as models for all linear transformations, in the sense that every linear transformation is similar to a shift operator.
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On shift-invariant operators

Russian Mathematical Surveys, 1984
The author proves two theorems on shift-invariant and disjointly bounded operators in symmetric spaces. As a consequence, he is able to show that any shift-invariant continuous sublinear operator from \(L^{p,\infty}(G)\) into \(L^ 0(G ...
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Shift and Rotate Operators

1993
VHDL’87 did not define any shift or rotate operators. The main problem here was reaching a consensus on a minimum set of operators. This has now been done, and VHDL’92 predefines four shift and two rotate operators.
Jean-Michel Bergé   +3 more
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Arithmetic shift operators

2002
Verilog-1995 provides two simple shift operators: The >> token represents a bitwise shift-right operation. The
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Shift Operators

1973
Heydar Radjavi, Peter Rosenthal
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The Shift Operator

The American Mathematical Monthly, 1974
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The shift operator

2016
Emmanuel Fricain, Javad Mashreghi
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Continuity of the Shift Operator

2022
Jihoon Lee, Carlos Morales Rojas
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