// Copyright 2015 The Go Authors. All rights reserved.
// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.

// Check that we correctly construct (and report errors)
// for unary expressions of the form <-x where we only
// know after parsing x whether <-x is a receive operation
// or a channel type.

package n

func f() {
	// test case from issue 13273
	<-chan int((chan int)(nil))

        )
    }

    @Test
    fun `can adapt unary function using KotlinClosure1`() {

        fun closure(function: String.() -> String) = KotlinClosure1(function)

        assertEquals(
            "GROOVY",
            closure { uppercase(Locale.US) }.call("groovy")
        )
    }

    @Test
    fun `can adapt unary null receiving function using KotlinClosure1`() {

	//	LMOVW mreg ',' rreg
	//	{
	//		outcode(int($1), &$2, 0, &$4);
	//	}
	MOVW	M1, R1
	MOVW	M1, R1


	//
	// integer operations
	// logical instructions
	// shift instructions
	// unary instructions
	//
	//	LADDW rreg ',' sreg ',' rreg
	//	{
	//		outcode(int($1), &$2, int($4), &$6);
	//	}
	ADD	R1, R2, R3

	//	LADDW imm ',' sreg ',' rreg
	//	{

  string output_dir = "tensorflow/c/experimental/ops/gen/cpp/golden";
  string source_dir = "tensorflow";
  string api_dirs = "";
  std::vector<string> ops = {
      "Neg",        // Simple unary Op
      "MatMul",     // 2 inputs & attrs with default values
      "IdentityN",  // Variadic input+output
      "SparseSoftmaxCrossEntropyWithLogits",  // 2 outputs
      "AccumulatorApplyGradient",             // 0 outputs

// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.

// Test that heavy recursion works. Simple torture test for
// segmented stacks: do math in unary by recursion.

package main

import "runtime"

type Number *Number

// -------------------------------------
// Peano primitives

func zero() *Number {
	return nil
}

var exprTests = []exprTest{
	// Simple
	{"0", 0, true},
	{"3", 3, true},
	{"070", 8 * 7, true},
	{"0x0f", 15, true},
	{"0xFF", 255, true},
	{"9223372036854775807", 9223372036854775807, true}, // max int64
	// Unary
	{"-0", 0, true},
	{"~0", -1, true},
	{"~0*0", 0, true},
	{"+3", 3, true},
	{"-3", -3, true},
	{"-9223372036854775808", -9223372036854775808, true}, // min int64
	// Binary
	{"3+4", 3 + 4, true},

  if (op->getNumOperands() != 1) {
    return rewriter.notifyMatchFailure(
        op, "Function only supports unary einsum op");
  }
  RankedTensorType lhs =
      mlir::dyn_cast_or_null<RankedTensorType>(op.getOperand(0).getType());
  if (!lhs) {
    return failure();
  }
  // unary einsum op is only supported to the case where the operation can be
  // replaced using reduce_sum and/or transpose

    thisObject: Any? = null
) : groovy.lang.Closure<V?>(owner, thisObject) {

    @Suppress("unused") // to be called dynamically by Groovy
    fun doCall(): V? = function()
}


/**
 * Adapts an unary Kotlin function to an unary Groovy [Closure].
 *
 * @param T the type of the single argument to the closure.
 * @param V the return type.
 * @param function the function to be adapted.
 * @param owner optional owner of the Closure.

	okfor[ir.OOR] = okforand[:]
	okfor[ir.OOROR] = okforbool[:]
	okfor[ir.OSUB] = okforarith[:]
	okfor[ir.OXOR] = okforand[:]
	okfor[ir.OLSH] = okforand[:]
	okfor[ir.ORSH] = okforand[:]

	// unary
	okfor[ir.OBITNOT] = okforand[:]
	okfor[ir.ONEG] = okforarith[:]
	okfor[ir.ONOT] = okforbool[:]
	okfor[ir.OPLUS] = okforarith[:]

	// special
	okfor[ir.OCAP] = okforcap[:]
	okfor[ir.OLEN] = okforlen[:]

						renameLabels(mf, map[string]string{
							"grpc_method":  "method",
							"grpc_service": "service",
						})
						filterMetricsByLabels(mf, map[string]string{
							"grpc_type": "unary",
						})
						groupCounterMetricsByLabels(mf, map[string]bool{
							"grpc_type": true,
							"grpc_code": true,
						})
						return mf, nil
					},
				},
			},