<trclass="memdesc:ga369b447bb1b312449b679ea1f90f3cea"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga369b447bb1b312449b679ea1f90f3cea">More...</a><br/></td></tr>
<trclass="memdesc:gae27ac20302c2e39b6c78e7fe18e62ef7"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gae27ac20302c2e39b6c78e7fe18e62ef7">More...</a><br/></td></tr>
<trclass="memdesc:gad4689ec33bc2c26e10132b174b49001a"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 3 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gad4689ec33bc2c26e10132b174b49001a">More...</a><br/></td></tr>
<trclass="memdesc:ga5ceeb46670fdc000a0701910cc5061c9"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 4 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga5ceeb46670fdc000a0701910cc5061c9">More...</a><br/></td></tr>
<trclass="memdesc:ga86d6d4dbad92ffdcc759773340e15a97"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga86d6d4dbad92ffdcc759773340e15a97">More...</a><br/></td></tr>
<trclass="memdesc:ga3647309010a2160e9ec89bc6f7c95c35"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 2 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga3647309010a2160e9ec89bc6f7c95c35">More...</a><br/></td></tr>
<trclass="memdesc:gae367ea93c4ad8a7c101dd27b8b2b04ce"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gae367ea93c4ad8a7c101dd27b8b2b04ce">More...</a><br/></td></tr>
<trclass="memdesc:ga6543eeeb64f48d79a0b96484308c50f0"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 4 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga6543eeeb64f48d79a0b96484308c50f0">More...</a><br/></td></tr>
<trclass="memdesc:ga945254f459860741138bceb74da496b9"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga945254f459860741138bceb74da496b9">More...</a><br/></td></tr>
<trclass="memdesc:gaeda1f474c668eaecc443bea85a4a4eca"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 2 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gaeda1f474c668eaecc443bea85a4a4eca">More...</a><br/></td></tr>
<trclass="memdesc:gacf237c2d8832fe8db2d7e187585d34bd"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 3 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gacf237c2d8832fe8db2d7e187585d34bd">More...</a><br/></td></tr>
<trclass="memdesc:ga118d24a3d12c034e7cccef7bf2f01b8a"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga118d24a3d12c034e7cccef7bf2f01b8a">More...</a><br/></td></tr>
<trclass="memdesc:ga4d5a0055544a516237dcdace049b143d"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#ga4d5a0055544a516237dcdace049b143d">More...</a><br/></td></tr>
<trclass="memdesc:ga2352ae43b284c9f71446674c0208c05d"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#ga2352ae43b284c9f71446674c0208c05d">More...</a><br/></td></tr>
<trclass="memdesc:ga7a0e3fe41512b0494e598f5c58722f19"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 3 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#ga7a0e3fe41512b0494e598f5c58722f19">More...</a><br/></td></tr>
<trclass="memdesc:ga61f36a81f2ed1b5f9fc8bc3b26faec8f"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 4 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#ga61f36a81f2ed1b5f9fc8bc3b26faec8f">More...</a><br/></td></tr>
<trclass="memdesc:ga3fd9849f3da5ed6e3decc3fb10a20b3e"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#ga3fd9849f3da5ed6e3decc3fb10a20b3e">More...</a><br/></td></tr>
<trclass="memdesc:ga1eda47a00027ec440eac05d63739c71b"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 2 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#ga1eda47a00027ec440eac05d63739c71b">More...</a><br/></td></tr>
<trclass="memdesc:ga2ea82e12f4d7afcfce8f59894d400230"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#ga2ea82e12f4d7afcfce8f59894d400230">More...</a><br/></td></tr>
<trclass="memdesc:ga6454b3a26ea30f69de8e44c08a63d1b7"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 4 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#ga6454b3a26ea30f69de8e44c08a63d1b7">More...</a><br/></td></tr>
<trclass="memdesc:gad72e13d669d039f12ae5afa23148adc1"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#gad72e13d669d039f12ae5afa23148adc1">More...</a><br/></td></tr>
<trclass="memdesc:gab68b66e6d2c37b804d0baf970fa4f0e5"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 2 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#gab68b66e6d2c37b804d0baf970fa4f0e5">More...</a><br/></td></tr>
<trclass="memdesc:ga8d5a4e65fb976e4553b84995b95ecb38"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 3 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#ga8d5a4e65fb976e4553b84995b95ecb38">More...</a><br/></td></tr>
<trclass="memdesc:ga58cc504be0e3b61c48bc91554a767b9f"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of single-precision floating-point numbers using high precision arithmetic in term of ULPs. <ahref="a00284.html#ga58cc504be0e3b61c48bc91554a767b9f">More...</a><br/></td></tr>
<trclass="memdesc:gad8e2727a6e7aa68280245bb0022118e1"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#gad8e2727a6e7aa68280245bb0022118e1">More...</a><br/></td></tr>
<trclass="memdesc:gac61b94f5d9775f83f321bac899322fe2"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#gac61b94f5d9775f83f321bac899322fe2">More...</a><br/></td></tr>
<trclass="memdesc:gaf6bf2f5bde7ad5b9c289f777b93094af"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 3 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#gaf6bf2f5bde7ad5b9c289f777b93094af">More...</a><br/></td></tr>
<trclass="memdesc:ga97507a31ecee8609887d0f23bbde92c7"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 4 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga97507a31ecee8609887d0f23bbde92c7">More...</a><br/></td></tr>
<trclass="memdesc:ga0cab80beee64a5f8d2ae4e823983063a"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga0cab80beee64a5f8d2ae4e823983063a">More...</a><br/></td></tr>
<trclass="memdesc:ga1e0ea3fba496bc7c6f620d2590acb66b"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 2 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga1e0ea3fba496bc7c6f620d2590acb66b">More...</a><br/></td></tr>
<trclass="memdesc:gac017848a9df570f60916a21a297b1e8e"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#gac017848a9df570f60916a21a297b1e8e">More...</a><br/></td></tr>
<trclass="memdesc:ga93add35d2a44c5830978b827e8c295e8"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 4 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga93add35d2a44c5830978b827e8c295e8">More...</a><br/></td></tr>
<trclass="memdesc:ga708bc5b91bbfedd21debac8dcf2a64cd"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga708bc5b91bbfedd21debac8dcf2a64cd">More...</a><br/></td></tr>
<trclass="memdesc:ga382dc5295cead78766239a8457abfa98"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 2 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga382dc5295cead78766239a8457abfa98">More...</a><br/></td></tr>
<trclass="memdesc:ga3d7ea07da7c6e5c81a3f4c8b3d44056e"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 3 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga3d7ea07da7c6e5c81a3f4c8b3d44056e">More...</a><br/></td></tr>
<trclass="memdesc:ga5b0413198b7e9f061f7534a221c9dac9"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of double-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga5b0413198b7e9f061f7534a221c9dac9">More...</a><br/></td></tr>
<trclass="memdesc:gae400c4ce1f5f3e1fa12861b2baed331a"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#gae400c4ce1f5f3e1fa12861b2baed331a">More...</a><br/></td></tr>
<trclass="memdesc:ga2df7cdaf9a571ce7a1b09435f502c694"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga2df7cdaf9a571ce7a1b09435f502c694">More...</a><br/></td></tr>
<trclass="memdesc:ga3eee3a74d0f1de8635d846dfb29ec4bb"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 3 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga3eee3a74d0f1de8635d846dfb29ec4bb">More...</a><br/></td></tr>
<trclass="memdesc:gade27f8324a16626cbce5d3e7da66b070"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 4 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#gade27f8324a16626cbce5d3e7da66b070">More...</a><br/></td></tr>
<trclass="memdesc:ga6271ebc85ed778ccc15458c3d86fc854"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga6271ebc85ed778ccc15458c3d86fc854">More...</a><br/></td></tr>
<trclass="memdesc:gaabf6cf90fd31efe25c94965507e98390"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 2 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#gaabf6cf90fd31efe25c94965507e98390">More...</a><br/></td></tr>
<trclass="memdesc:ga63362cb4a63fc1be7d2e49cd5d574c84"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga63362cb4a63fc1be7d2e49cd5d574c84">More...</a><br/></td></tr>
<trclass="memdesc:gac5fc6786688eff02904ca5e7d6960092"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 4 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#gac5fc6786688eff02904ca5e7d6960092">More...</a><br/></td></tr>
<trclass="memdesc:ga2dedee030500865267cd5851c00c139d"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga2dedee030500865267cd5851c00c139d">More...</a><br/></td></tr>
<trclass="memdesc:gafa3cdb8f24d09d761ec9ae2a4c7e5e21"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 2 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#gafa3cdb8f24d09d761ec9ae2a4c7e5e21">More...</a><br/></td></tr>
<trclass="memdesc:ga534c3ef5c3b8fdd8656b6afc205b4b77"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 3 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga534c3ef5c3b8fdd8656b6afc205b4b77">More...</a><br/></td></tr>
<trclass="memdesc:ga686468a9a815bd4db8cddae42a6d6b87"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of single-precision floating-point numbers using low precision arithmetic in term of ULPs. <ahref="a00284.html#ga686468a9a815bd4db8cddae42a6d6b87">More...</a><br/></td></tr>
<trclass="memdesc:ga6205fd19be355600334edef6af0b27cb"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga6205fd19be355600334edef6af0b27cb">More...</a><br/></td></tr>
<trclass="memdesc:ga51dc36a7719cb458fa5114831c20d64f"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga51dc36a7719cb458fa5114831c20d64f">More...</a><br/></td></tr>
<trclass="memdesc:ga741e05adf1f12d5d913f67088db1009a"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 3 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga741e05adf1f12d5d913f67088db1009a">More...</a><br/></td></tr>
<trclass="memdesc:ga685bda24922d112786af385deb4deb43"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 4 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga685bda24922d112786af385deb4deb43">More...</a><br/></td></tr>
<trclass="memdesc:ga939fbf9c53008a8e84c7dd7cf8de29e2"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga939fbf9c53008a8e84c7dd7cf8de29e2">More...</a><br/></td></tr>
<trclass="memdesc:ga2076157df85e49b8c021e03e46a376c1"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 2 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga2076157df85e49b8c021e03e46a376c1">More...</a><br/></td></tr>
<trclass="memdesc:ga47bd2aae4701ee2fc865674a9df3d7a6"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga47bd2aae4701ee2fc865674a9df3d7a6">More...</a><br/></td></tr>
<trclass="memdesc:ga3a132bd05675c2e46556f67cf738600b"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 4 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga3a132bd05675c2e46556f67cf738600b">More...</a><br/></td></tr>
<trclass="memdesc:gaf650bc667bf2a0e496b5a9182bc8d378"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gaf650bc667bf2a0e496b5a9182bc8d378">More...</a><br/></td></tr>
<trclass="memdesc:gae220fa4c5a7b13ef2ab0420340de645c"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 2 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gae220fa4c5a7b13ef2ab0420340de645c">More...</a><br/></td></tr>
<trclass="memdesc:ga43ef60e4d996db15c9c8f069a96ff763"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 3 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga43ef60e4d996db15c9c8f069a96ff763">More...</a><br/></td></tr>
<trclass="memdesc:ga5389b3ab32dc0d72bea00057ab6d1dd3"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of double-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga5389b3ab32dc0d72bea00057ab6d1dd3">More...</a><br/></td></tr>
<trclass="memdesc:ga745452bd9c89f5ad948203e4fb4b4ea3"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga745452bd9c89f5ad948203e4fb4b4ea3">More...</a><br/></td></tr>
<trclass="memdesc:ga0cdf57d29f9448864237b2fb3e39aa1d"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 2 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga0cdf57d29f9448864237b2fb3e39aa1d">More...</a><br/></td></tr>
<trclass="memdesc:ga497d513d552d927537d61fa11e3701ab"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 3 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga497d513d552d927537d61fa11e3701ab">More...</a><br/></td></tr>
<trclass="memdesc:gae7b75ea2e09fa686a79bbe9b6ca68ee5"><tdclass="mdescLeft"> </td><tdclass="mdescRight">2 columns of 4 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gae7b75ea2e09fa686a79bbe9b6ca68ee5">More...</a><br/></td></tr>
<trclass="memdesc:ga5aae49834d02732942f44e61d7bce136"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga5aae49834d02732942f44e61d7bce136">More...</a><br/></td></tr>
<trclass="memdesc:ga9e1c9ee65fef547bde793e69723e24eb"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 2 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga9e1c9ee65fef547bde793e69723e24eb">More...</a><br/></td></tr>
<trclass="memdesc:gabc0f2f4ad21c90b341881cf056f8650e"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 3 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gabc0f2f4ad21c90b341881cf056f8650e">More...</a><br/></td></tr>
<trclass="memdesc:gaa669c6675c3405f76c0b14020d1c0d61"><tdclass="mdescLeft"> </td><tdclass="mdescRight">3 columns of 4 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gaa669c6675c3405f76c0b14020d1c0d61">More...</a><br/></td></tr>
<trclass="memdesc:gab8531bc3f269aa45835cd6e1972b7fc7"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gab8531bc3f269aa45835cd6e1972b7fc7">More...</a><br/></td></tr>
<trclass="memdesc:gad75706b70545412ba9ac27d5ee210f66"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 2 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#gad75706b70545412ba9ac27d5ee210f66">More...</a><br/></td></tr>
<trclass="memdesc:ga4a1440b5ea3cf84d5b06c79b534bd770"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 3 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga4a1440b5ea3cf84d5b06c79b534bd770">More...</a><br/></td></tr>
<trclass="memdesc:ga15bca2b70917d9752231160d9da74b01"><tdclass="mdescLeft"> </td><tdclass="mdescRight">4 columns of 4 components matrix of single-precision floating-point numbers using medium precision arithmetic in term of ULPs. <ahref="a00284.html#ga15bca2b70917d9752231160d9da74b01">More...</a><br/></td></tr>
<p>Matrix types with precision qualifiers which may result in various precision in term of ULPs. </p>
<p>GLSL allows defining qualifiers for particular variables. With OpenGL's GLSL, these qualifiers have no effect; they are there for compatibility, with OpenGL ES's GLSL, these qualifiers do have an effect.</p>
<p>C++ has no language equivalent to qualifier qualifiers. So GLM provides the next-best thing: a number of typedefs that use a particular qualifier.</p>
<p>None of these types make any guarantees about the actual qualifier used. </p>
<p>Definition at line <aclass="el"href="a00064_source.html#l00028">28</a> of file <aclass="el"href="a00064_source.html">matrix_double2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00064_source.html#l00046">46</a> of file <aclass="el"href="a00064_source.html">matrix_double2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00066_source.html#l00028">28</a> of file <aclass="el"href="a00066_source.html">matrix_double2x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00068_source.html#l00028">28</a> of file <aclass="el"href="a00068_source.html">matrix_double2x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00072_source.html#l00028">28</a> of file <aclass="el"href="a00072_source.html">matrix_double3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00070_source.html#l00028">28</a> of file <aclass="el"href="a00070_source.html">matrix_double3x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00072_source.html#l00046">46</a> of file <aclass="el"href="a00072_source.html">matrix_double3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00074_source.html#l00028">28</a> of file <aclass="el"href="a00074_source.html">matrix_double3x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00080_source.html#l00028">28</a> of file <aclass="el"href="a00080_source.html">matrix_double4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00076_source.html#l00028">28</a> of file <aclass="el"href="a00076_source.html">matrix_double4x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00078_source.html#l00028">28</a> of file <aclass="el"href="a00078_source.html">matrix_double4x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00080_source.html#l00046">46</a> of file <aclass="el"href="a00080_source.html">matrix_double4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00083_source.html#l00028">28</a> of file <aclass="el"href="a00083_source.html">matrix_float2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00083_source.html#l00046">46</a> of file <aclass="el"href="a00083_source.html">matrix_float2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00085_source.html#l00028">28</a> of file <aclass="el"href="a00085_source.html">matrix_float2x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00087_source.html#l00028">28</a> of file <aclass="el"href="a00087_source.html">matrix_float2x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00091_source.html#l00028">28</a> of file <aclass="el"href="a00091_source.html">matrix_float3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00089_source.html#l00028">28</a> of file <aclass="el"href="a00089_source.html">matrix_float3x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00091_source.html#l00046">46</a> of file <aclass="el"href="a00091_source.html">matrix_float3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00093_source.html#l00028">28</a> of file <aclass="el"href="a00093_source.html">matrix_float3x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00099_source.html#l00028">28</a> of file <aclass="el"href="a00099_source.html">matrix_float4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00095_source.html#l00028">28</a> of file <aclass="el"href="a00095_source.html">matrix_float4x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00097_source.html#l00028">28</a> of file <aclass="el"href="a00097_source.html">matrix_float4x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00099_source.html#l00046">46</a> of file <aclass="el"href="a00099_source.html">matrix_float4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00064_source.html#l00016">16</a> of file <aclass="el"href="a00064_source.html">matrix_double2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00064_source.html#l00034">34</a> of file <aclass="el"href="a00064_source.html">matrix_double2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00066_source.html#l00016">16</a> of file <aclass="el"href="a00066_source.html">matrix_double2x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00068_source.html#l00016">16</a> of file <aclass="el"href="a00068_source.html">matrix_double2x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00072_source.html#l00016">16</a> of file <aclass="el"href="a00072_source.html">matrix_double3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00070_source.html#l00016">16</a> of file <aclass="el"href="a00070_source.html">matrix_double3x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00072_source.html#l00034">34</a> of file <aclass="el"href="a00072_source.html">matrix_double3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00074_source.html#l00016">16</a> of file <aclass="el"href="a00074_source.html">matrix_double3x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00080_source.html#l00016">16</a> of file <aclass="el"href="a00080_source.html">matrix_double4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00076_source.html#l00016">16</a> of file <aclass="el"href="a00076_source.html">matrix_double4x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00078_source.html#l00016">16</a> of file <aclass="el"href="a00078_source.html">matrix_double4x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00080_source.html#l00034">34</a> of file <aclass="el"href="a00080_source.html">matrix_double4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00083_source.html#l00016">16</a> of file <aclass="el"href="a00083_source.html">matrix_float2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00083_source.html#l00034">34</a> of file <aclass="el"href="a00083_source.html">matrix_float2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00085_source.html#l00016">16</a> of file <aclass="el"href="a00085_source.html">matrix_float2x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00087_source.html#l00016">16</a> of file <aclass="el"href="a00087_source.html">matrix_float2x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00091_source.html#l00016">16</a> of file <aclass="el"href="a00091_source.html">matrix_float3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00089_source.html#l00016">16</a> of file <aclass="el"href="a00089_source.html">matrix_float3x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00091_source.html#l00034">34</a> of file <aclass="el"href="a00091_source.html">matrix_float3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00093_source.html#l00016">16</a> of file <aclass="el"href="a00093_source.html">matrix_float3x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00099_source.html#l00016">16</a> of file <aclass="el"href="a00099_source.html">matrix_float4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00095_source.html#l00016">16</a> of file <aclass="el"href="a00095_source.html">matrix_float4x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00097_source.html#l00016">16</a> of file <aclass="el"href="a00097_source.html">matrix_float4x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00099_source.html#l00034">34</a> of file <aclass="el"href="a00099_source.html">matrix_float4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00064_source.html#l00022">22</a> of file <aclass="el"href="a00064_source.html">matrix_double2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00064_source.html#l00040">40</a> of file <aclass="el"href="a00064_source.html">matrix_double2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00066_source.html#l00022">22</a> of file <aclass="el"href="a00066_source.html">matrix_double2x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00068_source.html#l00022">22</a> of file <aclass="el"href="a00068_source.html">matrix_double2x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00072_source.html#l00022">22</a> of file <aclass="el"href="a00072_source.html">matrix_double3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00070_source.html#l00022">22</a> of file <aclass="el"href="a00070_source.html">matrix_double3x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00072_source.html#l00040">40</a> of file <aclass="el"href="a00072_source.html">matrix_double3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00074_source.html#l00022">22</a> of file <aclass="el"href="a00074_source.html">matrix_double3x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00080_source.html#l00022">22</a> of file <aclass="el"href="a00080_source.html">matrix_double4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00076_source.html#l00022">22</a> of file <aclass="el"href="a00076_source.html">matrix_double4x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00078_source.html#l00022">22</a> of file <aclass="el"href="a00078_source.html">matrix_double4x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00080_source.html#l00040">40</a> of file <aclass="el"href="a00080_source.html">matrix_double4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00083_source.html#l00022">22</a> of file <aclass="el"href="a00083_source.html">matrix_float2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00083_source.html#l00040">40</a> of file <aclass="el"href="a00083_source.html">matrix_float2x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00085_source.html#l00022">22</a> of file <aclass="el"href="a00085_source.html">matrix_float2x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00087_source.html#l00022">22</a> of file <aclass="el"href="a00087_source.html">matrix_float2x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00091_source.html#l00022">22</a> of file <aclass="el"href="a00091_source.html">matrix_float3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00089_source.html#l00022">22</a> of file <aclass="el"href="a00089_source.html">matrix_float3x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00091_source.html#l00040">40</a> of file <aclass="el"href="a00091_source.html">matrix_float3x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00093_source.html#l00022">22</a> of file <aclass="el"href="a00093_source.html">matrix_float3x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00099_source.html#l00022">22</a> of file <aclass="el"href="a00099_source.html">matrix_float4x4_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00095_source.html#l00022">22</a> of file <aclass="el"href="a00095_source.html">matrix_float4x2_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00097_source.html#l00022">22</a> of file <aclass="el"href="a00097_source.html">matrix_float4x3_precision.hpp</a>.</p>
<p>Definition at line <aclass="el"href="a00099_source.html#l00040">40</a> of file <aclass="el"href="a00099_source.html">matrix_float4x4_precision.hpp</a>.</p>
