node-cephes/index.js at master · nearform/node-cephes · GitHub

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"use strict";

Object.defineProperty(exports, "__esModule", { value: true });

class CephesCompiled {
  compiled;
  createComplex;
  cmath;
  // from cephes/cmath/isnan.c
  cephes_signbit;
  // from cephes/cmath/clog.c
  cephes_csinh;
  // from cephes/cmath/clog.c
  cephes_casinh;
  // from cephes/cmath/clog.c
  cephes_ccosh;
  // from cephes/cmath/clog.c
  cephes_cacosh;
  // from cephes/cmath/clog.c
  cephes_ctanh;
  // from cephes/cmath/clog.c
  cephes_catanh;
  // from cephes/cmath/clog.c
  cephes_cpow;
  ellf;
  // from cephes/ellf/cmplx.c
  cephes_cneg;
  // from cephes/cmath/isnan.c
  cephes_isnan;
  // from cephes/cmath/isnan.c
  cephes_isfinite;
  // from cephes/cmath/sqrt.c
  cephes_sqrt;
  // from cephes/cmath/cbrt.c
  cephes_cbrt;
  misc;
  // from cephes/misc/polevl.c
  cephes_polevl;
  // from cephes/misc/chbevl.c
  cephes_chbevl;
  // from cephes/cmath/round.c
  cephes_round;
  // from cephes/cmath/floor.c
  cephes_ceil;
  // from cephes/cmath/floor.c
  cephes_floor;
  // from cephes/cmath/floor.c
  cephes_frexp;
  // from cephes/cmath/floor.c
  cephes_ldexp;
  // from cephes/cmath/fabs.c
  cephes_fabs;
  cprob;
  // from cephes/cprob/expx2.c
  cephes_expx2;
  // from cephes/cmath/sin.c
  cephes_radian;
  // from cephes/cmath/sincos.c
  cephes_sincos;
  // from cephes/cmath/tan.c
  cephes_cot;
  // from cephes/cmath/tandg.c
  cephes_cotdg;
  // from cephes/cprob/unity.c
  cephes_log1p;
  // from cephes/cprob/unity.c
  cephes_expm1;
  // from cephes/cprob/unity.c
  cephes_cosm1;
  // from cephes/cmath/asin.c
  cephes_acos;
  // from cephes/cmath/acosh.c
  cephes_acosh;
  // from cephes/cmath/asinh.c
  cephes_asinh;
  // from cephes/cmath/atanh.c
  cephes_atanh;
  // from cephes/cmath/asin.c
  cephes_asin;
  // from cephes/cmath/atan.c
  cephes_atan;
  // from cephes/cmath/atan.c
  cephes_atan2;
  // from cephes/cmath/sin.c
  cephes_cos;
  // from cephes/cmath/sindg.c
  cephes_cosdg;
  // from cephes/cmath/exp.c
  cephes_exp;
  // from cephes/cmath/exp2.c
  cephes_exp2;
  // from cephes/cmath/exp10.c
  cephes_exp10;
  // from cephes/cmath/cosh.c
  cephes_cosh;
  // from cephes/cmath/sinh.c
  cephes_sinh;
  // from cephes/cmath/tanh.c
  cephes_tanh;
  // from cephes/cmath/log.c
  cephes_log;
  // from cephes/cmath/log2.c
  cephes_log2;
  // from cephes/cmath/log10.c
  cephes_log10;
  // from cephes/cmath/pow.c
  cephes_pow;
  // from cephes/cmath/powi.c
  cephes_powi;
  // from cephes/cmath/sin.c
  cephes_sin;
  // from cephes/cmath/sindg.c
  cephes_sindg;
  // from cephes/cmath/tan.c
  cephes_tan;
  // from cephes/cmath/tandg.c
  cephes_tandg;
  // from cephes/misc/ei.c
  cephes_ei;
  // from cephes/misc/expn.c
  cephes_expn;
  // from cephes/misc/shichi.c
  cephes_shichi;
  // from cephes/misc/sici.c
  cephes_sici;
  // from cephes/misc/beta.c
  cephes_lbeta;
  // from cephes/misc/beta.c
  cephes_beta;
  // from cephes/misc/fac.c
  cephes_fac;
  // from cephes/cprob/gamma.c
  cephes_gamma;
  // from cephes/cprob/gamma.c
  cephes_lgam;
  // from cephes/cprob/incbet.c
  cephes_incbet;
  // from cephes/cprob/incbi.c
  cephes_incbi;
  // from cephes/cprob/igam.c
  cephes_igam;
  // from cephes/cprob/igam.c
  cephes_igamc;
  // from cephes/cprob/igami.c
  cephes_igami;
  // from cephes/misc/psi.c
  cephes_psi;
  // from cephes/misc/rgamma.c
  cephes_rgamma;
  // from cephes/cprob/ndtr.c
  cephes_erf;
  // from cephes/cprob/ndtr.c
  cephes_erfc;
  // from cephes/misc/dawsn.c
  cephes_dawsn;
  // from cephes/misc/fresnl.c
  cephes_fresnl;
  bessel;
  // from cephes/bessel/airy.c
  cephes_airy;
  // from cephes/bessel/j0.c
  cephes_j0;
  // from cephes/bessel/j1.c
  cephes_j1;
  // from cephes/bessel/jn.c
  cephes_jn;
  // from cephes/bessel/jv.c
  cephes_jv;
  // from cephes/bessel/j0.c
  cephes_y0;
  // from cephes/bessel/j1.c
  cephes_y1;
  // from cephes/bessel/yn.c
  cephes_yn;
  // from cephes/bessel/struve.c
  cephes_yv;
  // from cephes/bessel/i0.c
  cephes_i0;
  // from cephes/bessel/i0.c
  cephes_i0e;
  // from cephes/bessel/i1.c
  cephes_i1;
  // from cephes/bessel/i1.c
  cephes_i1e;
  // from cephes/bessel/iv.c
  cephes_iv;
  // from cephes/bessel/k0.c
  cephes_k0;
  // from cephes/bessel/k0.c
  cephes_k0e;
  // from cephes/bessel/k1.c
  cephes_k1;
  // from cephes/bessel/k1.c
  cephes_k1e;
  // from cephes/bessel/kn.c
  cephes_kn;
  // from cephes/bessel/hyperg.c
  cephes_hyperg;
  // from cephes/bessel/hyp2f1.c
  cephes_hyp2f1;
  // from cephes/ellf/ellpe.c
  cephes_ellpe;
  // from cephes/ellf/ellie.c
  cephes_ellie;
  // from cephes/ellf/ellpk.c
  cephes_ellpk;
  // from cephes/ellf/ellik.c
  cephes_ellik;
  // from cephes/ellf/ellpj.c
  cephes_ellpj;
  // from cephes/cprob/btdtr.c
  cephes_btdtr;
  // from cephes/cprob/kolmogorov.c
  cephes_smirnov;
  // from cephes/cprob/kolmogorov.c
  cephes_kolmogorov;
  // from cephes/cprob/kolmogorov.c
  cephes_smirnovi;
  // from cephes/cprob/kolmogorov.c
  cephes_kolmogi;
  // from cephes/cprob/nbdtr.c
  cephes_nbdtri;
  // from cephes/cprob/stdtr.c
  cephes_stdtri;
  // from cephes/cprob/bdtr.c
  cephes_bdtr;
  // from cephes/cprob/bdtr.c
  cephes_bdtrc;
  // from cephes/cprob/bdtr.c
  cephes_bdtri;
  // from cephes/cprob/chdtr.c
  cephes_chdtr;
  // from cephes/cprob/chdtr.c
  cephes_chdtrc;
  // from cephes/cprob/chdtr.c
  cephes_chdtri;
  // from cephes/cprob/fdtr.c
  cephes_fdtr;
  // from cephes/cprob/fdtr.c
  cephes_fdtrc;
  // from cephes/cprob/fdtr.c
  cephes_fdtri;
  // from cephes/cprob/gdtr.c
  cephes_gdtr;
  // from cephes/cprob/gdtr.c
  cephes_gdtrc;
  // from cephes/cprob/nbdtr.c
  cephes_nbdtr;
  // from cephes/cprob/nbdtr.c
  cephes_nbdtrc;
  // from cephes/cprob/ndtr.c
  cephes_ndtr;
  // from cephes/cprob/ndtri.c
  cephes_ndtri;
  // from cephes/cprob/pdtr.c
  cephes_pdtr;
  // from cephes/cprob/pdtr.c
  cephes_pdtrc;
  // from cephes/cprob/pdtr.c
  cephes_pdtri;
  // from cephes/cprob/stdtr.c
  cephes_stdtr;
  // from cephes/misc/planck.c
  cephes_plancki;
  // from cephes/misc/planck.c
  cephes_planckc;
  // from cephes/misc/planck.c
  cephes_planckd;
  // from cephes/misc/planck.c
  cephes_planckw;
  // from cephes/misc/spence.c
  cephes_spence;
  // from cephes/misc/zetac.c
  cephes_zetac;
  // from cephes/misc/zeta.c
  cephes_zeta;
  // from cephes/bessel/struve.c
  cephes_struve;
  // from cephes/misc/simpsn.c
  cephes_simpsn;
  // from cephes/ellf/cmplx.c
  cephes_cadd;
  // from cephes/ellf/cmplx.c
  cephes_csub;
  // from cephes/ellf/cmplx.c
  cephes_cmul;
  // from cephes/ellf/cmplx.c
  cephes_cdiv;
  // from cephes/ellf/cmplx.c
  cephes_csqrt;
  // from cephes/cmath/clog.c
  cephes_cexp;
  // from cephes/cmath/clog.c
  cephes_clog;
  // from cephes/cmath/clog.c
  cephes_ccos;
  // from cephes/cmath/clog.c
  cephes_cacos;
  // from cephes/cmath/clog.c
  cephes_csin;
  // from cephes/cmath/clog.c
  cephes_casin;
  // from cephes/cmath/clog.c
  cephes_ctan;
  // from cephes/cmath/clog.c
  cephes_catan;
  // from cephes/cmath/clog.c
  cephes_ccot;
  // from cephes/misc/polevl.c
  cephes_p1evl;
  // from cephes/misc/polylog.c
  cephes_polylog;
}

var cmath = {
  buffer:
    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  methods: [
    "_acosh",
    "_asin",
    "_acos",
    "_asinh",
    "_atan",
    "_atan2",
    "_atanh",
    "_cbrt",
    "_chbevl",
    "_clog",
    "_cexp",
    "_csin",
    "_ccos",
    "_ctan",
    "_ccot",
    "_casin",
    "_cacos",
    "_catan",
    "_csinh",
    "_casinh",
    "_ccosh",
    "_cacosh",
    "_ctanh",
    "_catanh",
    "_cpow",
    "_cadd",
    "_csub",
    "_cmul",
    "_cdiv",
    "_cmov",
    "_cneg",
    "_cabs",
    "_csqrt",
    "_hypot",
    "_cosh",
    "_drand",
    "_exp",
    "_exp10",
    "_exp2",
    "_fabs",
    "_ceil",
    "_floor",
    "_frexp",
    "_ldexp",
    "_signbit",
    "_isnan",
    "_isfinite",
    "_log",
    "_log10",
    "_log2",
    "_polevl",
    "_p1evl",
    "_pow",
    "_powi",
    "_round",
    "_sprec",
    "_dprec",
    "_ldprec",
    "_sin",
    "_cos",
    "_radian",
    "_sincos",
    "_sindg",
    "_cosdg",
    "_sinh",
    "_sqrt",
    "_tan",
    "_cot",
    "_tandg",
    "_cotdg",
    "_tanh",
    "_log1p",
    "_expm1",
    "_cosm1",
    "",
  ],
};
var cprob = {
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  methods: [
    "_bdtrc",
    "_bdtr",
    "_bdtri",
    "_btdtr",
    "_chdtrc",
    "_chdtr",
    "_chdtri",
    "_drand",
    "_expx2",
    "_fdtrc",
    "_fdtr",
    "_fdtri",
    "_gamma",
    "_lgam",
    "_gdtr",
    "_gdtrc",
    "_igamc",
    "_igam",
    "_igami",
    "_incbet",
    "_incbi",
    "_smirnov",
    "_kolmogorov",
    "_smirnovi",
    "_kolmogi",
    "_nbdtrc",
    "_nbdtr",
    "_nbdtri",
    "_ndtr",
    "_erfc",
    "_erf",
    "_ndtri",
    "_pdtrc",
    "_pdtr",
    "_pdtri",
    "_polevl",
    "_p1evl",
    "_stdtr",
    "_stdtri",
    "_log1p",
    "_expm1",
    "_cosm1",
    "",
  ],
};
var bessel = {
  buffer:
    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  methods: [
    "_airy",
    "_hyp2f1",
    "_hyperg",
    "_hyp2f0",
    "_i0",
    "_i0e",
    "_i1",
    "_i1e",
    "_iv",
    "_j0",
    "_y0",
    "_j1",
    "_y1",
    "_jn",
    "_jv",
    "_k0",
    "_k0e",
    "_k1",
    "_k1e",
    "_kn",
    "_psi",
    "_onef2",
    "_threef0",
    "_struve",
    "_yv",
    "_yn",
    "",
  ],
};
var ellf = {
  buffer:
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",
  methods: [
    "_cadd",
    "_csub",
    "_cmul",
    "_cdiv",
    "_cmov",
    "_cneg",
    "_cabs",
    "_csqrt",
    "_hypot",
    "_ellie",
    "_ellik",
    "_ellpe",
    "_ellpj",
    "_ellpk",
    "_polevl",
    "_p1evl",
    "",
  ],
};
var misc = {
  buffer:
    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  methods: [
    "_beta",
    "_lbeta",
    "_chbevl",
    "_dawsn",
    "_ei",
    "_expn",
    "_fac",
    "_fresnl",
    "_plancki",
    "_planckc",
    "_planckd",
    "_planckw",
    "_polevl",
    "_p1evl",
    "_polylog",
    "_psi",
    "_rgamma",
    "_shichi",
    "_sici",
    "_simpsn",
    "_spence",
    "_zeta",
    "_zetac",
    "",
  ],
};
var wasmMap = {
  cmath: cmath,
  cprob: cprob,
  bessel: bessel,
  ellf: ellf,
  misc: misc,
};

class ArgumentDomainError extends RangeError {
  constructor(funcName) {
    super(`cephes reports "argument domain error" in ${funcName}`);
  }
}
class FunctionSingularityError extends Error {
  constructor(funcName) {
    super(`cephes reports "function singularity" in ${funcName}`);
  }
}
class OverflowRangeError extends Error {
  constructor(funcName) {
    super(`cephes reports "overflow range error" in ${funcName}`);
  }
}
class UnderflowRangeError extends Error {
  constructor(funcName) {
    super(`cephes reports "underflow range error" in ${funcName}`);
  }
}
class TotalLossOfPrecisionError extends Error {
  constructor(funcName) {
    super(`cephes reports "total loss of precision" in ${funcName}`);
  }
}
class PartialLossOfPrecisionError extends Error {
  constructor(funcName) {
    super(`cephes reports "partial loss of precision" in ${funcName}`);
  }
}
class UnixDomainErrorCode extends Error {
  constructor(funcName) {
    super(`cephes reports "Unix domain error code" in ${funcName}`);
  }
}
class UnixRangeErrorCode extends Error {
  constructor(funcName) {
    super(`cephes reports "Unix range error code" in ${funcName}`);
  }
}
class UnknownCephesError extends Error {
  constructor(funcName) {
    super(`cephes reports "unknown error" in ${funcName}`);
  }
}

const WASM_CODE = {};
const WASM_METHODS = {};
for (const [pkg, { buffer, methods }] of Object.entries(wasmMap)) {
  WASM_CODE[pkg] = Buffer.from(buffer, "base64");
  WASM_METHODS[pkg] = methods.filter((el) => el.length);
}
class BaseCephesWrapper extends CephesCompiled {
  #memory = {};
  #exported = false;
  _AsciiToString(pkg, ptr) {
    let str = "";
    while (true) {
      const ch = this.#memory[pkg][8][ptr++ >> 0];
      if (ch === 0) return str;
      str += String.fromCharCode(ch);
    }
  }
  getWasmImports(pkg) {
    const wasmImports = {
      mtherr: (name /* char* */, code /* int */) => {
        // from mtherr.c
        const fnname = this._AsciiToString(pkg, name);
        switch (code) {
          case 1:
            throw new ArgumentDomainError(fnname);
          case 2:
            throw new FunctionSingularityError(fnname);
          case 3:
            throw new OverflowRangeError(fnname);
          case 4:
            throw new UnderflowRangeError(fnname);
          case 5:
            throw new TotalLossOfPrecisionError(fnname);
          case 6:
            throw new PartialLossOfPrecisionError(fnname);
          case 33:
            throw new UnixDomainErrorCode(fnname);
          case 34:
            throw new UnixRangeErrorCode(fnname);
          default:
            throw new UnknownCephesError(fnname);
        }
      },
    };
    return {
      env: wasmImports,
      wasi_snapshot_preview1: wasmImports,
    };
  }
  _exportPrograms(program) {
    if (this.#exported) {
      console.warn("This wrapper has already been exported");
      return;
    }
    for (const [pkg, methods] of Object.entries(WASM_METHODS)) {
      const _memory = program[pkg].exports.memory;
      this.#memory[pkg] = {
        8: new Int8Array(_memory.buffer),
        16: new Int16Array(_memory.buffer),
        32: new Int32Array(_memory.buffer),
        F32: new Float32Array(_memory.buffer),
        F64: new Float64Array(_memory.buffer),
      };
      this[pkg] = {
        stackAlloc: program[pkg].exports._emscripten_stack_alloc,
        stackRestore: program[pkg].exports._emscripten_stack_restore,
        stackSave: program[pkg].exports.emscripten_stack_get_current,
        writeArrayToMemory: (array, buffer) => {
          this.#memory[pkg][8].set(array, buffer);
        },
        getValue: (ptr, type = "i18") => {
          if (type.charAt(type.length - 1) === "*") {
            type = "i32"; // pointers are 32-bit
          }
          const getValueMapping = {
            i8: () => this.#memory[pkg][8][ptr >> 0],
            i16: () => this.#memory[pkg][16][ptr >> 1],
            i32: () => this.#memory[pkg][32][ptr >> 2],
            i64: () => this.#memory[pkg][32][ptr >> 2],
            float: () => this.#memory[pkg]["F32"][ptr >> 2],
            double: () => this.#memory[pkg]["F64"][ptr >> 3],
            Complex: () => [
              this.#memory[pkg]["F64"][ptr >> 3],
              this.#memory[pkg]["F64"][(ptr >> 3) + 1],
            ],
          };
          const fn = getValueMapping[type];
          if (!fn) {
            throw new Error("invalid type for getValue: " + type);
          }
          return fn();
        },
      };
      for (const method of methods) {
        this["cephes" + method] = program[pkg].exports[method.slice(1)];
      }
    }
    this.#exported = true;
  }
}
class CephesWrapper extends BaseCephesWrapper {
  constructor() {
    super();
    const programs = Object.fromEntries(
      Object.entries(WASM_CODE).map(([pkg, code]) => [
        pkg,
        new WebAssembly.Instance(
          new WebAssembly.Module(code),
          this.getWasmImports(pkg),
        ),
      ]),
    );
    this._exportPrograms(programs);
  }
}

// Compile sync by default
var cephes = new CephesWrapper();

function isComplex(obj) {
  return (
    obj !== null &&
    typeof obj === "object" &&
    typeof obj.real === "number" &&
    typeof obj.imag === "number"
  );
}
class ComplexNumber {
  real;
  imag;
  constructor(real, imag) {
    this.real = real;
    this.imag = imag;
  }
  toString = () => {
    const { real, imag } = this;
    if (imag === 0) return `${real}`;
    if (real === 0) return `${imag}i`;
    const sign = imag > 0 ? "+" : "-";
    return `${real} ${sign} ${Math.abs(imag)}i`;
  };
}
const create = (real, imag) => new ComplexNumber(real ?? 0, imag ?? 0);

// Export compiled promise, in Node.js this is just a dummy promise as the
// WebAssembly program will be compiled synchronously. It takes about 20ms
// as of Node.js v10.6.1.
const compiled = cephes.compiled ?? Promise.resolve();
// from cephes/cmath/isnan.c
function signbit(x) {
  // argument: double x
  if (typeof x !== "number") {
    throw new TypeError("x must be a number");
  }
  const carg_x = x;
  // return: int
  const fn_ret = cephes.cephes_signbit(carg_x) | 0;
  // No pointers, so just return fn_ret
  const ret = fn_ret;
  return ret;
}
// from cephes/cmath/clog.c
function csinh(z, w) {
  //Save the STACKTOP because the following code will do some stack allocs
  const stacktop = cephes.cmath.stackSave();
  try {
    // argument: Complex z
    if (!isComplex(z)) {
      throw new TypeError("z must be a Complex");
    }
    const carg_z = cephes.cmath.stackAlloc(16);
    const zBuffer = new Float64Array([z.real, z.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(zBuffer.buffer, zBuffer.byteOffset, zBuffer.byteLength),
      carg_z,
    );
    // argument: Complex w
    if (!isComplex(w)) {
      throw new TypeError("w must be a Complex");
    }
    const carg_w = cephes.cmath.stackAlloc(16);
    const wBuffer = new Float64Array([w.real, w.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(wBuffer.buffer, wBuffer.byteOffset, wBuffer.byteLength),
      carg_w,
    );
    // return: void
    cephes.cephes_csinh(carg_z, carg_w);
    [z.real, z.imag] = cephes.cmath.getValue(carg_z, "Complex");
    [w.real, w.imag] = cephes.cmath.getValue(carg_w, "Complex");
    return w;
  } finally {
    // Restore internal stacktop before returning
    cephes.cmath.stackRestore(stacktop);
  }
}
// from cephes/cmath/clog.c
function casinh(z, w) {
  //Save the STACKTOP because the following code will do some stack allocs
  const stacktop = cephes.cmath.stackSave();
  try {
    // argument: Complex z
    if (!isComplex(z)) {
      throw new TypeError("z must be a Complex");
    }
    const carg_z = cephes.cmath.stackAlloc(16);
    const zBuffer = new Float64Array([z.real, z.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(zBuffer.buffer, zBuffer.byteOffset, zBuffer.byteLength),
      carg_z,
    );
    // argument: Complex w
    if (!isComplex(w)) {
      throw new TypeError("w must be a Complex");
    }
    const carg_w = cephes.cmath.stackAlloc(16);
    const wBuffer = new Float64Array([w.real, w.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(wBuffer.buffer, wBuffer.byteOffset, wBuffer.byteLength),
      carg_w,
    );
    // return: void
    cephes.cephes_casinh(carg_z, carg_w);
    [z.real, z.imag] = cephes.cmath.getValue(carg_z, "Complex");
    [w.real, w.imag] = cephes.cmath.getValue(carg_w, "Complex");
    return w;
  } finally {
    // Restore internal stacktop before returning
    cephes.cmath.stackRestore(stacktop);
  }
}
// from cephes/cmath/clog.c
function ccosh(z, w) {
  //Save the STACKTOP because the following code will do some stack allocs
  const stacktop = cephes.cmath.stackSave();
  try {
    // argument: Complex z
    if (!isComplex(z)) {
      throw new TypeError("z must be a Complex");
    }
    const carg_z = cephes.cmath.stackAlloc(16);
    const zBuffer = new Float64Array([z.real, z.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(zBuffer.buffer, zBuffer.byteOffset, zBuffer.byteLength),
      carg_z,
    );
    // argument: Complex w
    if (!isComplex(w)) {
      throw new TypeError("w must be a Complex");
    }
    const carg_w = cephes.cmath.stackAlloc(16);
    const wBuffer = new Float64Array([w.real, w.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(wBuffer.buffer, wBuffer.byteOffset, wBuffer.byteLength),
      carg_w,
    );
    // return: void
    cephes.cephes_ccosh(carg_z, carg_w);
    [z.real, z.imag] = cephes.cmath.getValue(carg_z, "Complex");
    [w.real, w.imag] = cephes.cmath.getValue(carg_w, "Complex");
    return w;
  } finally {
    // Restore internal stacktop before returning
    cephes.cmath.stackRestore(stacktop);
  }
}
// from cephes/cmath/clog.c
function cacosh(z, w) {
  //Save the STACKTOP because the following code will do some stack allocs
  const stacktop = cephes.cmath.stackSave();
  try {
    // argument: Complex z
    if (!isComplex(z)) {
      throw new TypeError("z must be a Complex");
    }
    const carg_z = cephes.cmath.stackAlloc(16);
    const zBuffer = new Float64Array([z.real, z.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(zBuffer.buffer, zBuffer.byteOffset, zBuffer.byteLength),
      carg_z,
    );
    // argument: Complex w
    if (!isComplex(w)) {
      throw new TypeError("w must be a Complex");
    }
    const carg_w = cephes.cmath.stackAlloc(16);
    const wBuffer = new Float64Array([w.real, w.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(wBuffer.buffer, wBuffer.byteOffset, wBuffer.byteLength),
      carg_w,
    );
    // return: void
    cephes.cephes_cacosh(carg_z, carg_w);
    [z.real, z.imag] = cephes.cmath.getValue(carg_z, "Complex");
    [w.real, w.imag] = cephes.cmath.getValue(carg_w, "Complex");
    return w;
  } finally {
    // Restore internal stacktop before returning
    cephes.cmath.stackRestore(stacktop);
  }
}
// from cephes/cmath/clog.c
function ctanh(z, w) {
  //Save the STACKTOP because the following code will do some stack allocs
  const stacktop = cephes.cmath.stackSave();
  try {
    // argument: Complex z
    if (!isComplex(z)) {
      throw new TypeError("z must be a Complex");
    }
    const carg_z = cephes.cmath.stackAlloc(16);
    const zBuffer = new Float64Array([z.real, z.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(zBuffer.buffer, zBuffer.byteOffset, zBuffer.byteLength),
      carg_z,
    );
    // argument: Complex w
    if (!isComplex(w)) {
      throw new TypeError("w must be a Complex");
    }
    const carg_w = cephes.cmath.stackAlloc(16);
    const wBuffer = new Float64Array([w.real, w.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(wBuffer.buffer, wBuffer.byteOffset, wBuffer.byteLength),
      carg_w,
    );
    // return: void
    cephes.cephes_ctanh(carg_z, carg_w);
    [z.real, z.imag] = cephes.cmath.getValue(carg_z, "Complex");
    [w.real, w.imag] = cephes.cmath.getValue(carg_w, "Complex");
    return w;
  } finally {
    // Restore internal stacktop before returning
    cephes.cmath.stackRestore(stacktop);
  }
}
// from cephes/cmath/clog.c
function catanh(z, w) {
  //Save the STACKTOP because the following code will do some stack allocs
  const stacktop = cephes.cmath.stackSave();
  try {
    // argument: Complex z
    if (!isComplex(z)) {
      throw new TypeError("z must be a Complex");
    }
    const carg_z = cephes.cmath.stackAlloc(16);
    const zBuffer = new Float64Array([z.real, z.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(zBuffer.buffer, zBuffer.byteOffset, zBuffer.byteLength),
      carg_z,
    );
    // argument: Complex w
    if (!isComplex(w)) {
      throw new TypeError("w must be a Complex");
    }
    const carg_w = cephes.cmath.stackAlloc(16);
    const wBuffer = new Float64Array([w.real, w.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(wBuffer.buffer, wBuffer.byteOffset, wBuffer.byteLength),
      carg_w,
    );
    // return: void
    cephes.cephes_catanh(carg_z, carg_w);
    [z.real, z.imag] = cephes.cmath.getValue(carg_z, "Complex");
    [w.real, w.imag] = cephes.cmath.getValue(carg_w, "Complex");
    return w;
  } finally {
    // Restore internal stacktop before returning
    cephes.cmath.stackRestore(stacktop);
  }
}
// from cephes/cmath/clog.c
function cpow(a, z, w) {
  //Save the STACKTOP because the following code will do some stack allocs
  const stacktop = cephes.cmath.stackSave();
  try {
    // argument: Complex a
    if (!isComplex(a)) {
      throw new TypeError("a must be a Complex");
    }
    const carg_a = cephes.cmath.stackAlloc(16);
    const aBuffer = new Float64Array([a.real, a.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(aBuffer.buffer, aBuffer.byteOffset, aBuffer.byteLength),
      carg_a,
    );
    // argument: Complex z
    if (!isComplex(z)) {
      throw new TypeError("z must be a Complex");
    }
    const carg_z = cephes.cmath.stackAlloc(16);
    const zBuffer = new Float64Array([z.real, z.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(zBuffer.buffer, zBuffer.byteOffset, zBuffer.byteLength),
      carg_z,
    );
    // argument: Complex w
    if (!isComplex(w)) {
      throw new TypeError("w must be a Complex");
    }
    const carg_w = cephes.cmath.stackAlloc(16);
    const wBuffer = new Float64Array([w.real, w.imag]);
    cephes.cmath.writeArrayToMemory(
      new Uint8Array(wBuffer.buffer, wBuffer.byteOffset, wBuffer.byteLength),
      carg_w,
    );
    // return: void
    cephes.cephes_cpow(carg_a, carg_z, carg_w);
    [a.real, a.imag] = cephes.cmath.getValue(carg_a, "Complex");
    [z.real, z.imag] = cephes.cmath.getValue(carg_z, "Complex");
    [w.real, w.imag] = cephes.cmath.getValue(carg_w, "Complex");
    return w;
  } finally {
    // Restore internal stacktop before returning
    cephes.cmath.stackRestore(stacktop);
  }