78a7d6eb1a43db00e46c4bc77704e44a *DESCRIPTION
4be87d2e3c549f8c524f6b2eb86399a4 *NAMESPACE
2c8d8a78f8b955c2f2f586f5bacf3247 *R/D.matrix.R
c944e010361d98b90fa512d4965c2383 *R/E.matrices.R
71f6be247b2345ec1b5872466dca2431 *R/H.matrices.R
bac34a744518cce7b5734850d45c2c0d *R/K.matrix.R
6bfb2781f2ec3698bfc5bd1ddcfe18b4 *R/L.matrix.R
27337ba4230b62fca4d790395cabc6c7 *R/N.matrix.R
d96685a05d885d85e0e6b1dc039c8636 *R/T.matrices.R
731b97ec42f006705fa4f58c63d58331 *R/commutation.matrix.R
62d0ea817d89796582fa953f9c1b79f4 *R/creation.matrix.R
4f5d46a65ee100372c0c80a4b7d0603a *R/direct.prod.R
1b39be5b4507e9602c51b1896e6d3422 *R/direct.sum.R
5d17bc6c0d27ee7068d386a44ba72197 *R/duplication.matrix.R
8402bc1d6f15c51b509a6994f1a479bd *R/elimination.matrix.R
c24998138a3dd7b1dcc2f407a3b480c6 *R/entrywise.norm.R
2af94e74841a173131de053da13ab533 *R/fibonacci.matrix.R
50258bc682374273a28a380dae663d6d *R/frobenius.matrix.R
b020074d548aa68ce6c9755f3c1b6597 *R/frobenius.norm.R
53a9d15f46b3e8466f87e99cabb92b5a *R/frobenius.prod.R
e9c899e4c92acc318be7601edc455274 *R/hadamard.prod.R
20c120bdd52fdf11e119fd462857c3a2 *R/hankel.matrix.R
94d010622099c5df6d00a5ee1b44c9be *R/hilbert.matrix.R
03f9f1cc9600fdca28156874500c17b0 *R/hilbert.schmidt.norm.R
bfd6ddd08302469dbaccc423d4d5bb7d *R/inf.norm.R
d76fb3d0f200436c6afd92d564e2beaa *R/is.diagonal.matrix.R
d6926822047856a2cddfb43accc7d1f9 *R/is.idempotent.matrix.R
69c3ad7f0dd3faa8bdb8f5bbe87d14c0 *R/is.indefinite.R
f19a39fd4514178e639f23bde97f57d2 *R/is.negative.definite.R
d95e8f31b7d26c37d467f3775bd34018 *R/is.negative.semi.definite.R
585936c334ddb173cb10d2db939ccbcb *R/is.non.singular.matrix.R
58c2d05f1d185786ce9ae9fe19775007 *R/is.positive.definite.R
0d022dbd6264554b4c4ddc99a8f11298 *R/is.positive.semi.definite.R
e564d72c304cf0642a4725a14f6db0c1 *R/is.singular.matrix.R
a4ec06b010bf211e602b4280f71a0bb1 *R/is.skew.symmetric.matrix.R
b2802b610ed8ed62f80f9ee033daca6a *R/is.square.matrix.R
12e88ca7d5a56f3cefe9d9f58b28303d *R/is.symmetric.matrix.R
907309ee331e787525665baf8d4d7bbb *R/lower.triangle.R
79db8c243e35db286b07288baa42a79e *R/lu.decomposition.R
6a041d084671936aeea6dc60f7d03e81 *R/matrix.inverse.R
8e8317708b130adbc237bdef10a52429 *R/matrix.power.R
7d534f91782c58f31c0fc0c28a320f4d *R/matrix.rank.R
3ca0a03e3e14cbb0a1fee4469da0fba0 *R/matrix.trace.R
50226dcc08883e432a536c5d2e53740c *R/maximum.norm.R
d64f99922b89078fde55fddb62295d78 *R/one.norm.R
c2268f4acabb63a19e57c36b86176de3 *R/pascal.matrix.R
a27bbcb2fcbe235cd7a88af3f84e9cd9 *R/s.R
b613d92fed28d6f3eb0e7af25dd24996 *R/set.submatrix.R
60db620761b455d664794429630a6068 *R/shift.down.R
84fdb4a3e40935401b3c3a7d58f6746a *R/shift.left.R
207fe5b7689a24f12de2d5c6e90812f3 *R/shift.right.R
aebd7ca6804ca7d75f1e994bd53f3822 *R/shift.up.R
f2b024e0a9d6a0681aa925dc1b689193 *R/spectral.norm.R
8ac6dda72539bbfebcd90167b8e417cc *R/stirling.matrix.R
5d812285c95d446c8c0403e1798298fa *R/svd.inverse.R
76f90e460e592bb3aff31e5b30972874 *R/symmetric.pascal.matrix.R
4b0d3e6ed0f288d2e377680be9865398 *R/toeplitz.matrix.R
adaba9414c7856677859ee1789cbe572 *R/u.vectors.R
aa3e0e4259548ec8a43d1b0651fe36af *R/upper.triangle.R
e4051eb23562f1d7659d03a8a190a262 *R/vandermonde.matrix.R
5e252bd16e54c9bcb932d6a0c33e521c *R/vec.R
8cd0039aa5da08f8a764a25aa9706605 *R/vech.R
63a7ae735ccf219a80e88ef3bae87086 *man/D.matrix.Rd
023909c1a277a2bd0c592ff30ece8ac9 *man/E.matrices.Rd
0ff598aae741da702998f8220b1ac463 *man/H.matrices.Rd
bef1921a68d926facc840e366aef6a9f *man/K.matrix.Rd
0f93b7e85ce4c5db800932b9242a6684 *man/L.matrix.Rd
8948f8a681f85bd52e67767f10038476 *man/N.matrix.Rd
03e6369eccd779ed2af5eaf421656356 *man/T.matrices.Rd
6752875108e1544d7c14d3cd0387e448 *man/commutation.matrix.Rd
28304f5fd2c8dbf8e31fe24e507c0dc8 *man/creation.matrix.Rd
1342e1d89260cbb388b038d9a599733f *man/direct.prod.Rd
13792f63b29ba0ddbc6b3137616bbcdc *man/direct.sum.Rd
2f2b3389439d9dc3bfbd2b19ecf42521 *man/duplication.matrix.Rd
c07f02e353187d04b116f935878b071d *man/elimination.matrix.Rd
7cd36f9f6319dd87ae3e48957d0267a9 *man/entrywise.norm.Rd
4db058a6b1a21f97c9a32fa59a462667 *man/fibonacci.matrix.Rd
2f91d3319b251271d52f21654186f39f *man/frobenius.matrix.Rd
039cadd7ccb2184e20cf1219d25ceff1 *man/frobenius.norm.Rd
6d01d9763c8a2fdb10efb2ab4b6b570c *man/frobenius.prod.Rd
f706f64e644a884f682ea608609ab0a3 *man/hadamard.prod.Rd
31c3e641fd9002e4784bdd36fca065de *man/hankel.matrix.Rd
dc6523f5ff55b1d2949efe7497d484b3 *man/hilbert.matrix.Rd
764c3c2e2d11ae26f553458fdb6c5297 *man/hilbert.schmidt.norm.Rd
958394a4b18fbe3f781289708921de4d *man/inf.norm.Rd
febd94d3d26ff570c9b9c71499a65927 *man/is.diagonal.matrix.Rd
c0f25e97d29757e91063978f14a5fcac *man/is.idempotent.matrix.Rd
69b2efde04bd571f56d58fe6820826b1 *man/is.indefinite.Rd
2417dc0863a48332d082ffb1d9e6b6e7 *man/is.negative.definite.Rd
1728c0c1239364f445451079d721cbb1 *man/is.negative.semi.definite.Rd
219342065dec20759bb075439508413c *man/is.non.singular.matrix.Rd
f0beeb3d2625c53f30bf495dd4c4698b *man/is.positive.definite.Rd
96257d015034244a8d948c65d5a8c706 *man/is.positive.semi.definite.Rd
4f3954a1d3cf0caa90d452a6c5e988ae *man/is.singular.matrix.Rd
396a1ee67b212abc7b2bbbc09fd0b509 *man/is.skew.symmetric.matrix.Rd
e072a8ce686c5461d82cd50996632055 *man/is.square.matrix.Rd
84ba6c4913385303101e796de1762a44 *man/is.symmetric.matrix.Rd
b471a239d55da5b3eb21b722c6bcf32a *man/lower.triangle.Rd
eef6e4ae7bf84f78fe69fce0198f9c94 *man/lu.decomposition.Rd
29040c6a92c46b449be9db10446d1f41 *man/matrix.inverse.Rd
d250344b337e0097eb3ad0efb547942b *man/matrix.power.Rd
2353b602e73dc629181ef20f72bcf82c *man/matrix.rank.Rd
3c6e5bf8ed52f9901930d2aca28807bc *man/matrix.trace.Rd
223e3c78b976ee1455edab492821c6d0 *man/maximum.norm.Rd
f7f8c279e3f58835374ad013cef2697f *man/one.norm.Rd
adb798ccbe69962b270f50027708b4da *man/pascal.matrix.Rd
1d71b2bfbfc1955edb8400f5093b6669 *man/s.Rd
00748a51b18bbb984167df996d4924fb *man/set.submatrix.Rd
96b65cde97f647500f86836b29e4dcb0 *man/shift.down.Rd
d81aebc918e739102aba01ef9d443280 *man/shift.left.Rd
39ddc9ab8e39d20db36f97a6f497f6ef *man/shift.right.Rd
807b1e1f57e0dbb1004d63197c6b17ce *man/shift.up.Rd
68ea4435e2d172de9331e8629c5c7147 *man/spectral.norm.Rd
a2d7e641d88e593f540a1e119692a033 *man/stirling.matrix.Rd
8cb1322739b7a8f9dcea2aa75c864e23 *man/svd.inverse.Rd
795bdbe5f7976766484220afe929b1c1 *man/symmetric.pascal.matrix.Rd
4671880f5c35e064f0fbf461ffed81f6 *man/toeplitz.matrix.Rd
49e344ba77c0fd0f5a2da916e0a8050c *man/u.vectors.Rd
3ee4edde7e1b28d5260a246b1d0e0dd7 *man/upper.triangle.Rd
0b90fc86c534c84fcbb4d3c1b863d7ff *man/vandermonde.matrix.Rd
d84a2248b908e8b5e6a5de02b6c4580e *man/vec.Rd
83446510b7ff4ee195c33fd56f538b33 *man/vech.Rd
