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SUPERTRACE

Supertrace

right A-supermodule and T is an endomorphism from V to itself, then the supertrace of T, str(T) is defined by the following trace diagram: More concretely

Supertrace

Supermatrix

st\circ \pi =(st)^{3}} where st denotes the supertranspose operation. The supertrace of a square supermatrix is the Z2-graded analog of the trace. It is defined

Supermatrix

Debugging

Fixing defects in an engineered system

471–482. doi:10.1109/ICSE.2015.65. ISBN 978-1-4799-1934-5. S2CID 17125466. "SuperTrace Probe hardware debugger". www.ghs.com. Archived from the original on 2017-12-01

Debugging

Trace (linear algebra)

Sum of elements on the main diagonal

always at least be modified by multiplication by a nonzero scalar. A supertrace is the generalization of a trace to the setting of superalgebras. The

Trace (linear algebra)

Trace_(linear_algebra)

Berezinian

{Ber} (e^{X})=e^{\operatorname {str(X)} }\,} where str(X) denotes the supertrace of X. Unlike the classical determinant, the Berezinian is defined only

Berezinian

List of ARM Cortex-M development tools

Crossconnect by Rowley Associates. DSTREAM by ARM Holdings Green Hills Probe and SuperTrace Probe by Green Hills Software. iTAG by iSYSTEM. I-jet by IAR Systems.

List of ARM Cortex-M development tools

List_of_ARM_Cortex-M_development_tools

Functional renormalization group

Implementation of the renormalization group

In the Wetterich equation STr {\displaystyle {\text{STr}}} denotes a supertrace which sums over momenta, frequencies, internal indices, and fields (taking

Functional renormalization group

Functional_renormalization_group

Equivariant index theorem

The equivariant index of E is a virtual character given by taking the supertrace: str ⁡ ( g ∣ ker ⁡ D ) = tr ⁡ ( g ∣ ker ⁡ D + ) − tr ⁡ ( g ∣ ker ⁡ D −

Equivariant index theorem

Equivariant_index_theorem

Quillen metric

Metric on a determinant line bundle

definition of this infinite determinant, which is defined in terms of a supertrace. Quillen considered the affine space A {\displaystyle {\mathcal {A}}}

Quillen metric

Quillen_metric

Asymptotic safety

Attempt to find a consistent theory of quantum gravity

k^{2}} . Its appearance in the numerator and denominator renders the supertrace ( STr ) {\displaystyle ({\mbox{STr}})} both infrared and UV finite, peaking

Asymptotic safety

Asymptotic_safety

4D N = 1 global supersymmetry

Theory of supersymmetry in four dimensions

superpotential and the prepotential. One important set of quantities are the supertraces of powers of the mass matrices M {\displaystyle {\mathcal {M}}} , usually

4D N = 1 global supersymmetry

4D_N_=_1_global_supersymmetry

4D N = 1 supergravity

Theory of supergravity in four dimensions

matrix for the chiral and gauge fermions, which have to be included. The supertrace sum of the squares of the mass matrix eigenvalues gives valuable information

4D N = 1 supergravity

4D_N_=_1_supergravity