diff --git a/usvm-ts/src/main/kotlin/org/usvm/machine/expr/TsExprResolver.kt b/usvm-ts/src/main/kotlin/org/usvm/machine/expr/TsExprResolver.kt
index 65a7a3d5d8..e6f0f3728a 100644
--- a/usvm-ts/src/main/kotlin/org/usvm/machine/expr/TsExprResolver.kt
+++ b/usvm-ts/src/main/kotlin/org/usvm/machine/expr/TsExprResolver.kt
@@ -140,6 +140,8 @@ private const val ECMASCRIPT_BITWISE_INTEGER_SIZE = 32
  */
 private const val ECMASCRIPT_BITWISE_SHIFT_MASK = 0b11111
 
+private const val SQUARE_ROOT_EXPONENT = 0.5
+
 private enum class UpdateOperator {
     INCREMENT,
     DECREMENT,
@@ -638,8 +640,63 @@ class TsExprResolver(
     }
 
     override fun visit(expr: EtsExpExpr): UExpr<out USort>? {
-        logger.warn { "visit(${expr::class.simpleName}) is not implemented yet" }
-        error("Not supported $expr")
+        return resolveAfterResolved(expr.left, expr.right) { left, right ->
+            with(ctx) {
+                for (operand in listOf(left, right)) {
+                    val supportedPrimitive = operand.sort == fp64Sort || operand.sort == boolSort ||
+                        operand == mkTsNullValue() || operand == mkUndefinedValue()
+                    if (!supportedPrimitive) {
+                        throw UnsupportedOperationException(
+                            "Exponentiation operand outside the supported Number conversion model: $operand"
+                        )
+                    }
+                }
+
+                val base = mkNumericExpr(left, scope)
+                val exponent = mkNumericExpr(right, scope)
+
+                if (base is KFp64Value && exponent is KFp64Value) {
+                    // JVM Math.pow and JavaScript ** can differ by one ULP for ordinary finite powers.
+                    // Only these discrete edge cases have runtime-independent Number results.
+                    if (base.value == 0.0 && exponent.value == -1.0) {
+                        val isNegativeZero = base.value.toRawBits() < 0
+                        val result = if (isNegativeZero) Double.NEGATIVE_INFINITY else Double.POSITIVE_INFINITY
+                        return@with mkFp64(value = result)
+                    }
+
+                    if (base.value == -1.0 && exponent.value.isInfinite()) {
+                        return@with mkFp64NaN()
+                    }
+                }
+
+                val concreteExponent = (exponent as? KFp64Value)?.value
+                    ?: throw UnsupportedOperationException("Symbolic exponentiation exponent is not supported: $expr")
+
+                // More powers cannot be expanded to FP arithmetic: x ** -1 can differ from 1 / x.
+                when (concreteExponent) {
+                    0.0 -> mkFp64(value = 1.0)
+                    1.0 -> base
+                    2.0 -> mkFpMulExpr(fpRoundingModeSortDefaultValue(), base, base)
+                    SQUARE_ROOT_EXPONENT -> {
+                        // Number::exponentiate maps either signed zero and -Infinity to positive results here.
+                        val positiveZero = mkFp64(value = 0.0)
+                        val isZero = mkFpEqualExpr(base, positiveZero)
+                        val isNegativeInfinity = mkFpEqualExpr(base, mkFp64(value = Double.NEGATIVE_INFINITY))
+                        val squareRoot = mkFpSqrtExpr(fpRoundingModeSortDefaultValue(), base)
+                        val ordinaryResult = mkIte(isZero, positiveZero, squareRoot)
+
+                        mkIte(
+                            condition = isNegativeInfinity,
+                            trueBranch = mkFp64(value = Double.POSITIVE_INFINITY),
+                            falseBranch = ordinaryResult,
+                        )
+                    }
+                    else -> throw UnsupportedOperationException(
+                        "Number exponentiation with exponent $concreteExponent is not modeled: $expr"
+                    )
+                }
+            }
+        }
     }
 
     override fun visit(expr: EtsBitAndExpr): UExpr<out USort>? = with(ctx) {
diff --git a/usvm-ts/src/test/kotlin/org/usvm/samples/operators/Exponentiation.kt b/usvm-ts/src/test/kotlin/org/usvm/samples/operators/Exponentiation.kt
new file mode 100644
index 0000000000..63420ac5b9
--- /dev/null
+++ b/usvm-ts/src/test/kotlin/org/usvm/samples/operators/Exponentiation.kt
@@ -0,0 +1,274 @@
+package org.usvm.samples.operators
+
+import org.jacodb.ets.model.EtsScene
+import org.junit.jupiter.api.io.TempDir
+import org.usvm.PathSelectionStrategy
+import org.usvm.SolverType
+import org.usvm.StateCollectionStrategy
+import org.usvm.UMachineOptions
+import org.usvm.api.TsTest
+import org.usvm.api.TsTestValue
+import org.usvm.machine.TsAnalysisResult
+import org.usvm.machine.TsAnalysisStopReason
+import org.usvm.machine.TsMachine
+import org.usvm.machine.TsOptions
+import org.usvm.util.TsMethodTestRunner
+import org.usvm.util.TsTestResolver
+import org.usvm.util.assertNodeReplay
+import java.nio.file.Path
+import kotlin.test.Test
+import kotlin.test.assertEquals
+import kotlin.test.assertFailsWith
+import kotlin.test.assertIs
+import kotlin.test.assertTrue
+import kotlin.time.Duration
+
+class Exponentiation : TsMethodTestRunner() {
+    @TempDir
+    lateinit var directory: Path
+
+    private val resource = "/samples/operators/Exponentiation.ts"
+
+    override val scene: EtsScene = loadScene(resource)
+
+    @Test
+    fun `supported symbolic powers replay in Node`() {
+        for (methodName in listOf("square", "squareRoot")) {
+            val method = getMethod(methodName)
+
+            if (methodName == "square") {
+                discoverProperties<TsTestValue.TsNumber, TsTestValue.TsNumber>(
+                    method = method,
+                    { input, result -> input.number == 3.0 && result.number == 9.0 },
+                )
+            } else {
+                discoverProperties<TsTestValue.TsNumber, TsTestValue.TsNumber>(
+                    method = method,
+                    { input, result ->
+                        input.number.toRawBits() == (-0.0).toRawBits() &&
+                            result.number.toRawBits() == 0.0.toRawBits()
+                    },
+                    { input, result ->
+                        input.number == Double.NEGATIVE_INFINITY && result.number == Double.POSITIVE_INFINITY
+                    },
+                )
+            }
+
+            val outcome = analyzeWithDefaultFailureHandling(methodName)
+            val tests = outcome.states.map { state -> TsTestResolver().resolve(method, state) }
+
+            assertEquals(TsAnalysisStopReason.EXHAUSTED, outcome.stopReason)
+            assertTrue(outcome.unsupportedPaths.isEmpty(), "$methodName: ${outcome.unsupportedPaths}")
+            assertTrue(tests.isNotEmpty(), "No results for $methodName")
+            if (methodName == "square") {
+                assertTrue(tests.any { test ->
+                    val input = assertIs<TsTestValue.TsNumber>(test.before.parameters.single()).number
+                    val result = assertIs<TsTestValue.TsNumber>(test.returnValue).number
+                    input == 3.0 && result == 9.0
+                }, "The generated square(3) witness is missing")
+            }
+            if (methodName == "squareRoot") {
+                assertTrue(tests.any { test ->
+                    val input = assertIs<TsTestValue.TsNumber>(test.before.parameters.single()).number
+                    val result = assertIs<TsTestValue.TsNumber>(test.returnValue).number
+                    input.toRawBits() == (-0.0).toRawBits() && result.toRawBits() == 0.0.toRawBits()
+                }, "The generated signed-zero witness is missing for $methodName")
+                assertTrue(tests.any { test ->
+                    val input = assertIs<TsTestValue.TsNumber>(test.before.parameters.single()).number
+                    val result = assertIs<TsTestValue.TsNumber>(test.returnValue).number
+                    input == Double.NEGATIVE_INFINITY && result == Double.POSITIVE_INFINITY
+                }, "The generated negative-infinity witness is missing for $methodName")
+            }
+
+            replay(methodName, tests)
+        }
+    }
+
+    @Test
+    fun `constant fractional power is evaluated`() {
+        val method = getMethod("constantFractional")
+        discoverProperties<TsTestValue.TsNumber>(
+            method = method,
+            { result -> result.number == 3.0 },
+            invariants = arrayOf({ result -> result.number == 3.0 }),
+        )
+
+        val tests = analyze("constantFractional")
+
+        assertTrue(tests.isNotEmpty())
+        tests.forEach { test ->
+            val result = assertIs<TsTestValue.TsNumber>(test.returnValue).number
+            assertEquals(3.0, result)
+        }
+        replay("constantFractional", tests)
+    }
+
+    @Test
+    fun `unmodeled concrete fractional power is unsupported and runs in Node`() {
+        val outcome = analyzeWithDefaultFailureHandling("unmodeledConcreteFractional")
+
+        assertEquals(TsAnalysisStopReason.EXHAUSTED, outcome.stopReason)
+        assertTrue(outcome.states.isEmpty())
+        assertTrue(outcome.unsupportedPaths.any { "exponent 0.7" in it })
+
+        val source = javaClass.getResourceAsStream(resource)?.bufferedReader()?.use { it.readText() }
+            ?: error("Missing $resource")
+        val script = buildString {
+            appendLine(source)
+            appendLine("const actual = new Exponentiation().unmodeledConcreteFractional();")
+            appendLine("if (!Object.is(actual, 0.1 ** 0.7)) throw Error('Node replay mismatch');")
+        }
+        assertNodeReplay(
+            source = script,
+            directory = directory,
+            name = "unmodeledConcreteFractional",
+            timeoutMessage = "Node replay timed out",
+        )
+    }
+
+    @Test
+    fun `concrete Number edge cases replay in Node`() {
+        val cases = mapOf(
+            "nanToZero" to 1.0,
+            "negativeZeroToMinusOne" to Double.NEGATIVE_INFINITY,
+            "positiveZeroToMinusOne" to Double.POSITIVE_INFINITY,
+            "negativeInfinitySquared" to Double.POSITIVE_INFINITY,
+            "negativeOneInfinite" to Double.NaN,
+            "negativeOneNegativeInfinite" to Double.NaN,
+            "negativeFractional" to Double.NaN,
+        )
+
+        for ((methodName, expected) in cases) {
+            val method = getMethod(methodName)
+            val matchesExpected: (TsTestValue.TsNumber) -> Boolean = { result ->
+                result.number.toRawBits() == expected.toRawBits() || (result.number.isNaN() && expected.isNaN())
+            }
+            discoverProperties<TsTestValue.TsNumber>(
+                method = method,
+                matchesExpected,
+                invariants = arrayOf(matchesExpected),
+            )
+
+            val tests = analyze(methodName)
+
+            assertTrue(tests.isNotEmpty(), "No result for $methodName")
+            tests.forEach { test ->
+                val actual = assertIs<TsTestValue.TsNumber>(test.returnValue).number
+                assertTrue(
+                    actual.toRawBits() == expected.toRawBits() || (actual.isNaN() && expected.isNaN()),
+                    "$methodName returned $actual rather than $expected",
+                )
+            }
+            replay(methodName, tests)
+        }
+    }
+
+    @Test
+    fun `unsupported symbolic powers are explicit`() {
+        for (methodName in listOf("symbolicExponent", "unsupportedFractional")) {
+            val failure = assertFailsWith<UnsupportedOperationException> { analyze(methodName) }
+
+            assertTrue(failure.message.orEmpty().contains("exponentiation"))
+        }
+    }
+
+    @Test
+    fun `symbolic reciprocal is explicitly unsupported`() {
+        val failure = assertFailsWith<UnsupportedOperationException> { analyze("reciprocal") }
+
+        assertTrue(failure.message.orEmpty().contains("exponent -1.0"))
+    }
+
+    @Test
+    fun `unsupported powers remain visible in ordinary analysis outcome`() {
+        val cases = mapOf(
+            "symbolicExponent" to "Symbolic exponentiation exponent",
+            "unsupportedFractional" to "Number exponentiation with exponent 1.5",
+            "reciprocal" to "Number exponentiation with exponent -1.0",
+            "stringBase" to "outside the supported Number conversion model",
+        )
+
+        for ((methodName, expectedReason) in cases) {
+            val outcome = analyzeWithDefaultFailureHandling(methodName)
+
+            assertEquals(TsAnalysisStopReason.EXHAUSTED, outcome.stopReason, methodName)
+            assertTrue(outcome.states.isEmpty(), "$methodName yielded a completed state")
+            assertTrue(
+                outcome.unsupportedPaths.any { reason -> expectedReason in reason },
+                "$methodName: ${outcome.unsupportedPaths}",
+            )
+        }
+    }
+
+    @Test
+    fun `unsupported string conversion is explicit`() {
+        val failure = assertFailsWith<UnsupportedOperationException> { analyze("stringBase") }
+
+        assertTrue(failure.message.orEmpty().contains("outside the supported Number conversion model"))
+    }
+
+    private fun analyze(methodName: String): List<TsTest> {
+        val method = getMethod(methodName)
+
+        return TsMachine(scene = scene, options = machineOptions, tsOptions = TsOptions()).use { machine ->
+            machine.analyze(methods = listOf(method)).map { state -> TsTestResolver().resolve(method, state) }
+        }
+    }
+
+    private fun analyzeWithDefaultFailureHandling(methodName: String): TsAnalysisResult {
+        val method = getMethod(methodName)
+        val options = machineOptions.copy(throwExceptionOnStepFailure = false)
+
+        return TsMachine(scene = scene, options = options, tsOptions = TsOptions()).use { machine ->
+            machine.analyzeWithOutcome(methods = listOf(method))
+        }
+    }
+
+    private fun replay(methodName: String, tests: List<TsTest>) {
+        val source = javaClass.getResourceAsStream(resource)?.bufferedReader()?.use { it.readText() }
+            ?: error("Missing $resource")
+        val script = buildString {
+            appendLine(source)
+            tests.forEachIndexed { index, test ->
+                val args = test.before.parameters.map { value ->
+                    val number = assertIs<TsTestValue.TsNumber>(value).number
+                    jsNumber(number)
+                }.joinToString()
+                val expected = assertIs<TsTestValue.TsNumber>(test.returnValue).number
+                appendLine(
+                    "if (!Object.is(new Exponentiation().$methodName($args), ${jsNumber(expected)})) " +
+                        "throw Error('Replay mismatch at result $index');"
+                )
+            }
+        }
+
+        assertNodeReplay(
+            source = script,
+            directory = directory,
+            name = methodName,
+            timeoutMessage = "Node replay timed out",
+        )
+    }
+
+    private fun jsNumber(value: Double): String = when {
+        value.isNaN() -> "NaN"
+        value == Double.POSITIVE_INFINITY -> "Infinity"
+        value == Double.NEGATIVE_INFINITY -> "-Infinity"
+        value == 0.0 && value.toRawBits() == (-0.0).toRawBits() -> "-0"
+        else -> value.toString()
+    }
+
+    private companion object {
+        val machineOptions = UMachineOptions(
+            pathSelectionStrategies = listOf(PathSelectionStrategy.BFS),
+            stateCollectionStrategy = StateCollectionStrategy.ALL,
+            stopOnCoverage = 0,
+            throwExceptionOnStepFailure = true,
+            timeout = Duration.INFINITE,
+            stepsFromLastCovered = 3_500L,
+            solverType = SolverType.YICES,
+            solverTimeout = Duration.INFINITE,
+            typeOperationsTimeout = Duration.INFINITE,
+        )
+    }
+}
diff --git a/usvm-ts/src/test/resources/samples/operators/Exponentiation.ts b/usvm-ts/src/test/resources/samples/operators/Exponentiation.ts
new file mode 100644
index 0000000000..ef7e22c69f
--- /dev/null
+++ b/usvm-ts/src/test/resources/samples/operators/Exponentiation.ts
@@ -0,0 +1,70 @@
+class Exponentiation {
+    square(value: number): number {
+        if (value === 3) return value ** 2;
+        if (value === -3) return value ** 2;
+        if (value === Infinity) return value ** 2;
+        if (value === -Infinity) return value ** 2;
+        if (value !== value) return value ** 2;
+        return value ** 2;
+    }
+
+    reciprocal(value: number): number {
+        return value ** -1;
+    }
+
+    squareRoot(value: number): number {
+        if (value === -Infinity) return value ** 0.5;
+        if (1 / value === -Infinity) return value ** 0.5;
+        if (value === 9) return value ** 0.5;
+        if (value === -1) return value ** 0.5;
+        return value ** 0.5;
+    }
+
+    constantFractional(): number {
+        return 9 ** 0.5;
+    }
+
+    unmodeledConcreteFractional(): number {
+        return 0.1 ** 0.7;
+    }
+
+    nanToZero(): number {
+        return (0 / 0) ** 0;
+    }
+
+    negativeZeroToMinusOne(): number {
+        return (-0) ** -1;
+    }
+
+    positiveZeroToMinusOne(): number {
+        return 0 ** -1;
+    }
+
+    negativeInfinitySquared(): number {
+        return (-1 / 0) ** 2;
+    }
+
+    negativeOneInfinite(): number {
+        return (-1) ** (1 / 0);
+    }
+
+    negativeOneNegativeInfinite(): number {
+        return (-1) ** (-1 / 0);
+    }
+
+    negativeFractional(): number {
+        return (-9) ** 0.5;
+    }
+
+    symbolicExponent(value: number, exponent: number): number {
+        return value ** exponent;
+    }
+
+    unsupportedFractional(value: number): number {
+        return value ** 1.5;
+    }
+
+    stringBase(): number {
+        return "3" ** 2;
+    }
+}