sinh#
Computes hyperbolic sine of vector elements.
Syntax
Buffer API:
namespace oneapi::math::vm {
sycl::event sinh(
        sycl::queue& exec_queue,
        std::int64_t n,
        sycl::buffer<T,1>& a,
        sycl::buffer<T,1>& y,
        oneapi::math::vm::mode mode = oneapi::math::vm::mode::not_defined,
        oneapi::math::vm::error_handler<T> errhandler = {});
} // namespace oneapi::math::vm
USM API:
namespace oneapi::math::vm {
sycl::event sinh(
        sycl::queue& exec_queue,
        std::int64_t n,
        const T *a,
        T* y,
        std::vector<sycl::event> const & depends = {},
        oneapi::math::vm::mode mode = oneapi::math::vm::mode::not_defined,
        oneapi::math::vm::error_handler<T> errhandler = {});
} // namespace oneapi::math::vm
sinh supports the following precisions.
T  | 
|---|
  | 
  | 
  | 
  | 
Description
The sinh(a) function computes hyperbolic sine of vector elements.
Data Type  | 
Threshold Limitations on Input Parameters  | 
|---|---|
single precision  | 
  | 
double precision  | 
  | 
Argument  | 
Result  | 
Status code  | 
|---|---|---|
+0  | 
+0  | 
|
-0  | 
-0  | 
|
a > overflow  | 
+∞  | 
  | 
a < -overflow  | 
-∞  | 
  | 
+∞  | 
+∞  | 
|
-∞  | 
-∞  | 
|
QNAN  | 
QNAN  | 
|
SNAN  | 
QNAN  | 
+i·∞  | 
-∞+i·QNAN  | 
QNAN+i·QNAN  | 
-0+i·QNAN  | 
+0+i·QNAN  | 
QNAN+i·QNAN  | 
+∞+i·QNAN  | 
QNAN+i·QNAN  | 
+i·Y  | 
-∞·Cos(Y)+ i·∞·Sin(Y)  | 
+∞·CIS(Y)  | 
QNAN+i·QNAN  | 
||||
+i·0  | 
-∞+i·0  | 
-0+i·0  | 
+0+i·0  | 
+∞+i·0  | 
QNAN+i·0  | 
||
-i·0  | 
-∞-i·0  | 
-0-i·0  | 
+0-i·0  | 
+∞-i·0  | 
QNAN-i·0  | 
||
-i·Y  | 
-∞·Cos(Y)+ i·∞·Sin(Y)  | 
+∞·CIS(Y)  | 
QNAN+i·QNAN  | 
||||
-i·∞  | 
-∞+i·QNAN  | 
QNAN+i·QNAN  | 
-0+i·QNAN  | 
+0+i·QNAN  | 
QNAN+i·QNAN  | 
+∞+i·QNAN  | 
QNAN+i·QNAN  | 
+i·NAN  | 
-∞+i·QNAN  | 
QNAN+i·QNAN  | 
-0+i·QNAN  | 
+0+i·QNAN  | 
QNAN+i·QNAN  | 
+∞+i·QNAN  | 
QNAN+i·QNAN  | 
Notes:
- The complex sinh(a) function sets the VM status code to
 oneapi::math::vm::status::overflow in the case of overflow, that is, when RE(a), IM(a) are finite non-zero numbers, but the real or imaginary part of the exact result is so large that it does not meet the target precision.
sinh(CONJ(a))=CONJ(sinh(a))sinh(-a)=-sinh(a).
Input Parameters
Buffer API:
- exec_queue
 The queue where the routine should be executed.
- n
 Specifies the number of elements to be calculated.
- a
 The buffer
acontaining input vector of sizen.- mode
 Overrides the global VM mode setting for this function call. See set_mode function for possible values and their description. This is an optional parameter. The default value is
oneapi::math::vm::mode::not_defined.- errhandler
 Sets local error handling mode for this function call. See the create_error_handler function for arguments and their descriptions. This is an optional parameter. The local error handler is disabled by default.
USM API:
- exec_queue
 The queue where the routine should be executed.
- n
 Specifies the number of elements to be calculated.
- a
 Pointer
ato the input vector of sizen.- depends
 Vector of dependent events (to wait for input data to be ready).
- mode
 Overrides the global VM mode setting for this function call. See the set_mode function for possible values and their description. This is an optional parameter. The default value is
oneapi::math::vm::mode::not_defined.- errhandler
 Sets local error handling mode for this function call. See the create_error_handler function for arguments and their descriptions. This is an optional parameter. The local error handler is disabled by default.
Output Parameters
Buffer API:
- y
 The buffer
ycontaining the output vector of sizen.
USM API:
- y
 Pointer
yto the output vector of sizen.- return value (event)
 Event, signifying availability of computed output and status code(s).
Exceptions
For list of generated exceptions please refer to Exceptions
Parent topic: VM Mathematical Functions