ctan.c revision 25c28e83beb90e7c80452a7c818c5e6f73a07dc8
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25c28e83beb90e7c80452a7c818c5e6f73a07dc8Piotr Jasiukajtis * Copyright 2011 Nexenta Systems, Inc. All rights reserved.
25c28e83beb90e7c80452a7c818c5e6f73a07dc8Piotr Jasiukajtis * Copyright 2006 Sun Microsystems, Inc. All rights reserved.
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25c28e83beb90e7c80452a7c818c5e6f73a07dc8Piotr Jasiukajtis/* INDENT OFF */
25c28e83beb90e7c80452a7c818c5e6f73a07dc8Piotr Jasiukajtis * dcomplex ctan(dcomplex z);
25c28e83beb90e7c80452a7c818c5e6f73a07dc8Piotr Jasiukajtis * If z = x+iy, then since ctan(iz) = i*ctanh(z), we have
25c28e83beb90e7c80452a7c818c5e6f73a07dc8Piotr Jasiukajtis * ctan(z) = ctan((-1)*(-z)) = ctan(i*i*(-z))
25c28e83beb90e7c80452a7c818c5e6f73a07dc8Piotr Jasiukajtis * = i*ctanh(i*(-z)) = i*ctanh(i*(-x-yi))
25c28e83beb90e7c80452a7c818c5e6f73a07dc8Piotr Jasiukajtis * = i*ctanh(y-ix)
25c28e83beb90e7c80452a7c818c5e6f73a07dc8Piotr Jasiukajtis * = -Im(ctanh(y-ix))+i*Re(ctanh(y-ix))
25c28e83beb90e7c80452a7c818c5e6f73a07dc8Piotr Jasiukajtis/* INDENT ON */