Agena

agena >> `The Power of Procedural Programming` 6.7.8 Isfahan, February 12, 2026 - New `math.isexceptional` returns `true` if its number argument is +0, -0, +infinity, -infinity or `undefined`. With a complex number returns `true` if the real or the imaginary part is +0, -0, +infinity, -infinity or `undefined`. - To comply with the behaviour in Maple, `math.dirac` now by default returns `undefined` when given zero as an argument, and no longer issues `infinity` in this case. You can force the function to return `infinity` by passing the new `classic=true` option: > math.dirac(0): undefined > math.dirac(0, classic = true): infinity - `heaviside` has been ported to C and has become 24 percent faster. - `math.tohex` now by default returns the hexadecimal representation of a number with a preceding `0x` and with lowercase letters. You can revert to the old behaviour by passing the option `true` as a second argument. Example: > math.tohex(1001), math.tohex(1001, true): 0x03e9 03E9 - `bytes.numwords` now also accepts the second argument `true` and if given, returns the upper and lower bytes as hexadecimal strings. Example: > bytes.numwords(1/3, true): 0x3fd55555 0x55555555 -2 - `bytes.divmod32`, `bytes.getwords`, `bytes.ieee`, `bytes.leadzeros`, `bytes.nextbit`, `bytes.numwords`, `bytes.setdouble`, `bytes.trailzeros`, `descend`, `linalg.identity`, `linalg.inverse`, `linalg.totable`, `linalg.unitvector`, `linalg.vzero`, `linalg.zeros`, `minizip.write`, `net.accept`, `net.bind`, `net.connect`, `net.listen`, `net.open`, `recurse`, `satisfy`, `stats.card`, `stats.meanqmdev`, `stats.meanvar` have been protected against stack corruption. - Some source code cleaning. They now also compile again with DJGPP for DOS. - This release has been Valgrind-checked on x86 and x64 Linux to ensure there are no internal errors or memory leaks.