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fixup: add missing \pnum's
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source/numerics.tex

+27-1
Original file line numberDiff line numberDiff line change
@@ -11947,6 +11947,7 @@
1194711947

1194811948
\rSec3[linalg.helpers.mandates]{Mandates}
1194911949

11950+
\pnum
1195011951
\begin{note}
1195111952
These exposition-only helper functions use
1195211953
the less constraining input concepts even for the output arguments,
@@ -12005,6 +12006,7 @@
1200512006

1200612007
\rSec3[linalg.helpers.precond]{Preconditions}
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12009+
\pnum
1200812010
\begin{note}
1200912011
These exposition-only helper functions use
1201012012
the less constraining input concepts even for the output arguments,
@@ -12853,6 +12855,7 @@
1285312855
\end{itemdecl}
1285412856

1285512857
\begin{itemdescr}
12858+
\pnum
1285612859
\begin{note}
1285712860
These functions correspond to the BLAS function \tcode{xROT}\supercite{blas1}.
1285812861
\end{note}
@@ -12884,6 +12887,7 @@
1288412887
\end{itemdecl}
1288512888

1288612889
\begin{itemdescr}
12890+
\pnum
1288712891
\begin{note}
1288812892
These functions correspond to the BLAS function \tcode{xSWAP}\supercite{blas1}.
1288912893
\end{note}
@@ -12919,6 +12923,7 @@
1291912923
\end{itemdecl}
1292012924

1292112925
\begin{itemdescr}
12926+
\pnum
1292212927
\begin{note}
1292312928
These functions correspond to the BLAS function \tcode{xSCAL}\supercite{blas1}.
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\end{note}
@@ -12940,6 +12945,7 @@
1294012945
\end{itemdecl}
1294112946

1294212947
\begin{itemdescr}
12948+
\pnum
1294312949
\begin{note}
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These functions correspond to the BLAS function \tcode{xCOPY\supercite{blas1}}.
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\end{note}
@@ -12976,6 +12982,7 @@
1297612982
\end{itemdecl}
1297712983

1297812984
\begin{itemdescr}
12985+
\pnum
1297912986
\begin{note}
1298012987
These functions correspond to the BLAS function \tcode{xAXPY}\supercite{blas1}.
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\end{note}
@@ -13003,6 +13010,7 @@
1300313010

1300413011
\rSec3[linalg.algs.blas1.dot]{Dot product of two vectors}
1300513012

13013+
\pnum
1300613014
\begin{note}
1300713015
The functions in this section correspond to the BLAS
1300813016
functions \tcode{xDOT}, \tcode{xDOTU}, and \tcode{xDOTC}\supercite{blas1}.
@@ -13157,6 +13165,7 @@
1315713165
\end{itemdecl}
1315813166

1315913167
\begin{itemdescr}
13168+
\pnum
1316013169
\begin{note}
1316113170
These functions correspond to the LAPACK function \tcode{xLASSQ}\supercite{lapack}.
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\end{note}
@@ -13203,6 +13212,7 @@
1320313212
\end{itemdecl}
1320413213

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\begin{itemdescr}
13215+
\pnum
1320613216
\begin{note}
1320713217
These functions correspond to the BLAS function \tcode{xNRM2}\supercite{blas1}.
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\end{note}
@@ -13274,6 +13284,7 @@
1327413284
\end{itemdecl}
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\begin{itemdescr}
13287+
\pnum
1327713288
\begin{note}
1327813289
These functions correspond to the BLAS functions
1327913290
\tcode{SASUM}, \tcode{DASUM}, \tcode{SCASUM}, and \tcode{DZASUM}\supercite{blas1}.
@@ -13354,6 +13365,7 @@
1335413365
\end{itemdecl}
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1335613367
\begin{itemdescr}
13368+
\pnum
1335713369
\begin{note}
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These functions correspond to the BLAS function \tcode{IxAMAX}\supercite{blas1}.
1335913371
\end{note}
@@ -13391,6 +13403,7 @@
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1339213404
\rSec3[linalg.algs.blas1.matfrobnorm]{Frobenius norm of a matrix}
1339313405

13406+
\pnum
1339413407
\begin{note}
1339513408
These functions exist in the BLAS standard\supercite{blas-std}
1339613409
but are not part of the reference implementation.
@@ -13461,6 +13474,7 @@
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1346213475
\rSec3[linalg.algs.blas1.matonenorm]{One norm of a matrix}
1346313476

13477+
\pnum
1346413478
\begin{note}
1346513479
These functions exist in the BLAS standard\supercite{blas-std}
1346613480
but are not part of the reference implementation.
@@ -13532,6 +13546,7 @@
1353213546

1353313547
\rSec3[linalg.algs.blas1.matinfnorm]{Infinity norm of a matrix}
1353413548

13549+
\pnum
1353513550
\begin{note}
1353613551
These functions exist in the BLAS standard\supercite{blas-std}
1353713552
but are not part of the reference implementation.
@@ -13608,6 +13623,7 @@
1360813623

1360913624
\rSec3[linalg.algs.blas2.gemv]{General matrix-vector product}
1361013625

13626+
\pnum
1361113627
\begin{note}
1361213628
These functions correspond to the BLAS function \tcode{xGEMV}.
1361313629
\end{note}
@@ -13708,6 +13724,7 @@
1370813724

1370913725
\rSec3[linalg.algs.blas2.symv]{Symmetric matrix-vector product}
1371013726

13727+
\pnum
1371113728
\begin{note}
1371213729
These functions correspond to the BLAS functions
1371313730
\tcode{xSYMV} and \tcode{xSPMV}\supercite{blas2}.
@@ -13796,6 +13813,7 @@
1379613813

1379713814
\rSec3[linalg.algs.blas2.hemv]{Hermitian matrix-vector product}
1379813815

13816+
\pnum
1379913817
\begin{note}
1380013818
These functions correspond to the BLAS functions
1380113819
\tcode{xHEMV} and \tcode{xHPMV}\supercite{blas2}.
@@ -13883,6 +13901,7 @@
1388313901

1388413902
\rSec3[linalg.algs.blas2.trmv]{Triangular matrix-vector product}
1388513903

13904+
\pnum
1388613905
\begin{note}
1388713906
These functions correspond to the BLAS functions
1388813907
\tcode{xTRMV} and \tcode{xTPMV}\supercite{blas2}.
@@ -14017,6 +14036,7 @@
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1401814037
\rSec3[linalg.algs.blas2.trsv]{Solve a triangular linear system}
1401914038

14039+
\pnum
1402014040
\begin{note}
1402114041
These functions correspond to the BLAS functions
1402214042
\tcode{xTRSV} and \tcode{xTPSV}\supercite{blas2}.
@@ -14387,6 +14407,7 @@
1438714407

1438814408
\rSec3[linalg.algs.blas2.rank2]{Symmetric and Hermitian rank-2 matrix updates}
1438914409

14410+
\pnum
1439014411
\begin{note}
1439114412
These functions correspond to the BLAS functions
1439214413
\tcode{xSYR2},\tcode{xSPR2}, \tcode{xHER2} and \tcode{xHPR2}\supercite{blas2}.
@@ -14473,6 +14494,7 @@
1447314494

1447414495
\rSec3[linalg.algs.blas3.gemm]{General matrix-matrix product}
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14497+
\pnum
1447614498
\begin{note}
1447714499
These functions correspond to the BLAS function \tcode{xGEMM}\supercite{blas3}.
1447814500
\end{note}
@@ -14536,6 +14558,7 @@
1453614558

1453714559
\rSec3[linalg.algs.blas3.xxmm]{Symmetric, Hermitian, and triangular matrix-matrix product}
1453814560

14561+
\pnum
1453914562
\begin{note}
1454014563
These functions correspond to the BLAS functions
1454114564
\tcode{xSYMM}, \tcode{xHEMM}, and \tcode{xTRMM}\supercite{blas3}.
@@ -14896,6 +14919,7 @@
1489614919

1489714920
\rSec3[linalg.algs.blas3.rankk]{Rank-k update of a symmetric or Hermitian matrix}
1489814921

14922+
\pnum
1489914923
\begin{note}
1490014924
These functions correspond to the BLAS functions
1490114925
\tcode{xSYRK} and \tcode{xHERK}\supercite{blas3}.
@@ -15005,6 +15029,7 @@
1500515029

1500615030
\rSec3[linalg.algs.blas3.rank2k]{Rank-2k update of a symmetric or Hermitian matrix}
1500715031

15032+
\pnum
1500815033
\begin{note}
1500915034
These functions correspond to the BLAS functions
1501015035
\tcode{xSYR2K} and \tcode{xHER2K}\supercite{blas3}.
@@ -15078,6 +15103,7 @@
1507815103

1507915104
\rSec3[linalg.algs.blas3.trsm]{Solve multiple triangular linear systems}
1508015105

15106+
\pnum
1508115107
\begin{note}
1508215108
These functions correspond to the BLAS function \tcode{xTRSM}\supercite{blas3}.
1508315109
\end{note}
@@ -15279,6 +15305,7 @@
1527915305

1528015306
\rSec3[linalg.algs.blas3.inplacetrsm]{Solve multiple triangular linear systems in-place}
1528115307

15308+
\pnum
1528215309
\begin{note}
1528315310
These functions correspond to the BLAS function \tcode{xTRSM}\supercite{blas3}.
1528415311
\end{note}
@@ -15390,7 +15417,6 @@
1539015417
\end{itemdecl}
1539115418

1539215419
\begin{itemdescr}
15393-
1539415420
\pnum
1539515421
These functions perform multiple in-place matrix solves,
1539615422
taking into account the \tcode{Triangle} and \tcode{DiagonalStorage} parameters

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